A Comparative Analysis of Unladen Airspeed Velocity in Avian Species, with Emphasis on Swallows and Martins
I. Introduction: Understanding Avian Airspeed Velocity
Airspeed, the velocity of a bird relative to the airmass through which it moves, is a fundamental parameter in ornithology. It critically influences energetic expenditure during flight, the efficiency of foraging strategies, the success and routing of migratory journeys, outcomes of predator-prey dynamics, and a species' overall capacity to exploit diverse ecological niches.1 Consequently, a comprehensive understanding of the range of airspeeds employed by different avian taxa, and the multifaceted factors that determine these speeds, is indispensable for robust ecological, physiological, and biomechanical investigations. The predominant focus in ornithological literature on cruising flight speed indicates a scientific consensus that this metric offers the most ecologically relevant and sturdy basis for inter-species comparisons of typical flight performance. This emphasis likely stems from the fact that cruising speeds are sustained over significant durations, particularly during migration and extended foraging bouts, making them more representative of average energy budgets and movement patterns than specialized or burst speeds, although extreme records like dive speeds hold their own distinct significance.2
This technical report is dedicated to an analysis of unladen airspeed. This term refers to a bird's speed relative to the surrounding air under conditions where it is not encumbered by external loads, such as prey items or substantial nesting materials, which are known to significantly alter flight performance and increase energetic demands. While internal loads, such as subcutaneous fat reserves accumulated for migration, inherently affect a bird's body mass and thus its flight dynamics, the term "unladen" in this context primarily serves to distinguish from flight burdened by externally carried objects. It is crucial to differentiate between a bird's airspeed and its groundspeed (velocity relative to the Earth's surface). These two metrics can differ substantially due to the influence of wind, a factor of paramount importance in studies of avian migration where wind conditions are a significant and highly variable environmental parameter.2 Many studies, particularly those employing radar, directly measure groundspeed and subsequently derive airspeed by vectorially subtracting the wind velocity at the bird's flight altitude, underscoring the potential for a bird's propulsive effort to be decoupled from its actual progress over the ground.2
The principal objective of this report is to provide ornithologists with a concise yet detailed comparative analysis of unladen airspeed velocity across a spectrum of well-documented avian species. A particular focus will be directed towards the Hirundinidae family—swallows and martins—given their highly aerial lifestyles and sophisticated flight capabilities. This document will critically review the extant literature concerning the methodologies employed for airspeed measurement, explore the fundamental aerodynamic principles that govern avian flight speed, and delineate areas where scientific understanding is well-established alongside those characterized by ongoing research and inherent uncertainties. Furthermore, it will synthesize available data to identify the fastest, slowest, and typical airspeeds documented for various species. In adherence to rigorous scientific practice, all quantitative information presented herein will be meticulously attributed to its original source through footnotes.
II. Methodologies for Measuring Unladen Airspeed in Birds
The endeavor to accurately quantify avian airspeed has witnessed a significant evolution in methodologies, progressing from early, often qualitative, observational estimations and rudimentary techniques, such as vehicle-based pursuits,3 to the contemporary application of sophisticated remote sensing technologies and direct tracking devices. Each method presents a distinct array of advantages and inherent limitations, and its appropriateness is frequently dictated by the specific research question, the target species, and the environmental context of the study. A persistent challenge, particularly for remote sensing techniques applied to nocturnal migrants, is the precise and reliable identification of the species being tracked.4 This methodological landscape reveals a clear trade-off: large-scale techniques like weather radar are invaluable for characterizing broad migratory movements and estimating groundspeeds over extensive geographical areas,5 while fine-scale methods such as wind tunnel experiments or ornithodolite observations yield highly precise airspeed and kinematic data for individual birds, often under controlled conditions.6 A comprehensive understanding of avian flight often necessitates the integration of data derived from multiple methodologies.
2.1 Radar Ornithology
Radar systems have become indispensable tools in ornithology for monitoring bird movements, especially during migration.
Weather Surveillance Radar (WSR): Systems like the WSR-88D, as well as C-band and S-band radars, are increasingly employed for large-scale, synoptic monitoring of avian migration and other aerial movements of biological targets. These radars provide data on the direction, groundspeed (from which airspeed can be derived if concurrent wind data are available), altitude, and relative density of these targets.4 Their primary application lies in studying the broad spatial-temporal dynamics of migration, particularly nocturnal movements, and quantifying the biomass of organisms aloft.5
A significant operational challenge in interpreting WSR data for ornithological studies is the effective discrimination between birds and insects, as these taxa frequently co-occur in the airspace and can produce overlapping radar signals.5 Several analytical approaches have been developed to address this bird-insect separation problem:
Fixed Airspeed Thresholds: A common, albeit often criticized, method involves applying a fixed self-powered airspeed threshold, frequently cited as 5 m s–1. Targets detected flying below this speed are presumptively classified as insects.5 This approach is acknowledged as potentially crude, as it can lead to misclassification (e.g., fast-flying insects or slow-flying birds) and a consequent loss of valuable biological data.5
Radial Velocity Variability: Migrating birds generally exhibit greater spatial variability in their radial velocities (often characterized by a standard deviation exceeding 2 m s–1) compared to insects, which may be more passively transported by wind currents.5 This technique, measuring the "texture" of the velocity field, has shown promise, particularly with C-band radars. However, its efficacy with S-band systems or in scenarios with mixed biological targets of comparable magnitudes requires further validation.5
Advanced Analytical Methods: More recent and sophisticated approaches aim to partition vertical profiles of biological reflectivity into distinct bird and insect components. These methods employ minimal, yet biologically informed, assumptions regarding the respective airspeeds and flight behaviors of the two taxa, thereby seeking to retain more of the spatial-temporal complexity inherent in the data.5
The persistent challenge of achieving accurate species identification in remote sensing data, especially for nocturnal migrants detected by radar,4 acts as a significant constraint in ornithological studies. This limitation has been a catalyst for the development of multi-modal approaches, such as combining radar with complementary acoustic data from nocturnal flight call monitoring,7 and for the refinement of analytical techniques for signal processing and target classification.5 Without reliable species identification, airspeed data obtained from such targets may only be categorized broadly (e.g., "small passerine-sized bird"), which limits its utility in precise comparative analyses or detailed ecological modeling.
Tracking Radar: Specialized radar systems, such as the SPANDAR and FPS-16, possess the capability to lock onto and follow individual birds or flocks over considerable distances. These systems record detailed parameters including range, elevation, and bearing to the target, as well as characteristics of the radar signature (e.g., Automatic Gain Control voltage fluctuations), which can be utilized to reconstruct flight paths and determine speeds with high precision.2 Accurate airspeed determination using tracking radar necessitates careful selection of flight tracks (ideally, straight and level flight segments) and meticulous correction for wind velocity at the bird's flight altitude, typically measured by concurrently tracking meteorological balloons.2 However, the radar signature of a bird can exhibit significant variability due to changes in its orientation relative to the radar beam (aspect angle) and alterations in its wing-beat pattern and frequency. This variability can complicate consistent tracking and, crucially, species identification based on the signature alone.4
Doppler Radar (Short-Range): Portable Doppler radar units can be effectively employed for short-range airspeed measurements. These devices provide direct readings of a target's ground speed. Airspeed is then calculated by correcting for local wind conditions, typically measured simultaneously.8 For instance, Schnell (1978) utilized a portable Doppler radar unit (FTB-X(1)) to measure the ground speeds of various bird species flying at relatively close ranges (25 to 120 yards) and low altitudes (not exceeding 20 yards above the ground). Wind speeds were concurrently measured with a hand-held anemometer to facilitate the calculation of airspeed.8
2.2 Wind Tunnel Experiments
Wind tunnels provide a highly controlled laboratory environment for investigating avian flight performance, including parameters such as power consumption, detailed wing and body kinematics, and aerodynamic force production, across a precisely manipulated range of airspeeds.9 In a typical wind tunnel experiment, birds are trained to fly steadily within the tunnel's test section, where the airflow is maintained at a uniform and known velocity. Flight behavior is often recorded using synchronized high-speed video cameras, and energetic costs can be quantified using respirometry techniques, such as doubly labeled water validation studies or direct mask respirometry during flight.1
Despite the precision afforded by wind tunnels, a persistent concern in the field is the extent to which flight behavior observed in such an artificial and confined environment accurately reflects natural, free-flight dynamics. Stress induced by the experimental conditions can potentially alter a bird's behavior and physiology.1 Furthermore, extrapolating findings from one species to another, or from controlled wind tunnel conditions to the complexities of flight in the wild, must be approached with caution.1 The physical dimensions of the wind tunnel can also impose constraints on the natural flight styles of larger bird species or those that characteristically employ wide-ranging aerial maneuvers.
2.3 Direct Observation and Timing
Historical Approaches: Early attempts to quantify bird flight speeds often relied on direct observation. This included timing individuals as they traversed known distances, sometimes using stopwatches in conjunction with theodolites for angular measurements to estimate altitude and range. More rudimentary methods involved "chasing" birds with automobiles and noting speedometer readings.3 While these methods were foundational in the study of bird flight, they are now generally considered to possess questionable accuracy and precision by contemporary ornithological standards, primarily due to difficulties in maintaining consistent observation, accounting for wind, and the parallax errors inherent in visual estimation.3
Ornithodolite: The modern ornithodolite represents a significant advancement in observational techniques. Instruments such as the Vectronix Vector 21 Aero integrate a laser rangefinder with an electronic compass and inclinometer. This combination allows for precise measurements of angles (azimuth and elevation) and distances to a target bird. From these data, the bird's three-dimensional position can be calculated over time, and subsequently, its ground speed vector can be determined. When used in conjunction with an anemometer to accurately measure wind speed and direction at the bird's flight altitude, reliable airspeed can be derived.10 Pennycuick et al. (2013) effectively employed an ornithodolite to measure the airspeeds of various migrating bird species, demonstrating its utility in field settings.10
2.4 Telemetry and Biologging
The development of miniaturized electronic tags has revolutionized the study of animal movement, including avian flight.
GPS (Global Positioning System) Tracking: GPS loggers attached to birds can provide highly accurate geographical location data (latitude, longitude, and often altitude) at frequent intervals. From these sequential positional data, groundspeed and detailed flight paths can be precisely calculated. Airspeed can then be derived if concurrent, altitude-specific wind data are available from meteorological sources (e.g., weather balloons, atmospheric models) or co-deployed sensors.11 While some studies mention the use of GPS tracking for species like the Purple Martin, their primary focus was often on migratory strategies or habitat use rather than providing direct, instantaneous airspeed data.11
Geolocators (Light-Level Loggers): These small, lightweight devices record ambient light levels, allowing for the estimation of a bird's geographical position based on day length (for latitude) and the time of solar noon (for longitude). Geolocators are primarily used for tracking long-distance movements, particularly entire migratory routes and identifying key stopover locations.12 While average travel rates (groundspeed over extended periods, often days or weeks) can be calculated from geolocator data, these devices do not typically provide the high-resolution, instantaneous airspeed data necessary for detailed aerodynamic analysis or fine-scale behavioral studies.
Nocturnal Flight Call (NFC) Monitoring: This acoustic technique is employed to monitor avian movements during nocturnal migration by identifying species-specific flight calls.7 While NFC data primarily provide information on species presence, relative abundance, and the timing of migration, they can be powerfully correlated with data from other sensors, such as radar, which directly measure parameters like speed and altitude.7 Thus, NFC serves as a valuable complementary tool for species identification and activity patterns, rather than a direct method for airspeed measurement.
The operational definition and measurement of "unladen" airspeed present inherent nuances. While the intention is to measure speed without the influence of external loads like prey, internal factors such as a bird's fuel load (i.e., fat reserves accumulated for migration) can significantly alter body mass and, consequently, flight dynamics and energetic costs. This internal "laden" state is not always explicitly controlled for or reported in field studies of migrating birds. For example, studies measuring the airspeeds of migrating birds are observing individuals that are, by necessity, internally laden with varying amounts of fuel.2 This implies that "unladen airspeed" is a relative term, and its precise meaning can vary depending on the study's context (e.g., a foraging bird versus a migrating bird). This distinction is important when comparing airspeed data across different studies and behavioral contexts.
2.5 Illustrative Challenges from Controlled Environments (Poultry Housing)
Although not directly pertaining to wild bird research, studies conducted in commercial poultry houses offer pertinent insights into the complexities of airspeed measurement and its inherent variability. Research has demonstrated a high degree of airspeed variation across the cross-section of a tunnel-ventilated poultry house. This variability is influenced by numerous factors, including the smoothness of the interior walls, the number and operational status of ventilation fans, and even the presence, size, and density of the birds themselves.13 Specifically, accurately measuring airspeed at "bird level" (i.e., near the floor where the birds reside) proves exceptionally difficult due to the high turbulence and significant spatial and temporal variability in airflow patterns in this region.13 This example from a highly managed environment underscores the general principle that micro-environmental factors can substantially impact local air movement. It highlights the challenge of obtaining a single, representative airspeed value even in ostensibly controlled settings, a difficulty that is considerably magnified in the dynamic and complex atmospheric conditions encountered by free-flying wild birds.
The historical trajectory of airspeed measurement techniques clearly reflects a continuous scientific endeavor towards greater accuracy, reduced invasiveness, and the capacity to study birds in more natural and ecologically relevant contexts. This evolution has progressed from potentially biased early methods, such as car-chasing,3 to less intrusive remote sensing technologies and highly precise laboratory setups, culminating in the current era of sophisticated biologging.
III. Aerodynamic Principles Governing Avian Airspeed
Avian flight is a complex phenomenon governed by the interplay of aerodynamic forces and the bird's ability to generate power and modulate its morphology and kinematics. The power required to sustain flight (P) is intrinsically linked to the bird's airspeed (V), a relationship often depicted as a "power curve."1 This relationship is fundamental to understanding flight strategies, as the total metabolic power consumption during steady flapping flight can be substantial, ranging from 10 to as much as 20 times the bird's basal metabolic rate.1
3.1 The Power Curve (P(V) function) – Theoretical Ideals and Empirical Realities
Classical aerodynamic theory generally predicts a U-shaped relationship between the mechanical power output required for flight and the airspeed of a flying animal.14 This U-shaped curve is significant because it implies the existence of two characteristic speeds: a speed of minimum power (V<sub>mp</sub>), at which the energy expenditure per unit time is lowest, and a typically faster maximum range speed (V<sub>mr</sub>), at which the energy cost per unit distance traveled is minimized.14 These speeds are theoretically optimal for different flight objectives, such as endurance versus long-distance travel.
However, despite the analytical appeal of the U-shaped power curve, its empirical validation across a wide range of bird species and flight conditions has proven surprisingly challenging.1 Experimental studies have yielded varied results. Some investigations have confirmed U-shaped power-speed relationships, for example, in Cockatiels (Nymphicus hollandicus).15 Conversely, other studies have reported weakly U-shaped, J-shaped (where power decreases to a minimum and then rises), L-shaped (where power continuously decreases with speed), or even relatively flat power curves for certain species or within specific airspeed ranges. Examples include findings in Ringed Turtle-Doves (Streptopelia risoria), Black-billed Magpies (Pica pica), and various hummingbird species.1 Notably, Engel et al. (2006) documented that flight costs in Rosy Starlings (Pastor roseus) remained independent of flight speed despite a 55% increase in speed,15 and Berger (1985) found J-shaped relationships in Sparkling Violetear (Colibri coruscans) and Green Violetear (C. thalassinus), where flight metabolism did not vary significantly between hovering and forward flight up to 7 m·s-1.15
This variability suggests that bird flight is a highly adaptable phenomenon. The "optimal" flight speed is likely context-dependent, influenced by factors beyond simple energy minimization for a given airspeed, such as foraging strategy or migratory demands. Birds may employ sophisticated kinematic and physiological strategies to modulate their energy expenditure, altering the apparent shape of the power-speed relationship. The existence of "flat" power curves in some species is particularly intriguing, as it implies advanced mechanisms to maintain near-constant energetic costs across a functional range of flight speeds, which could be highly adaptive for certain ecological niches.15 A fundamental, yet unresolved, question is whether the power curve is indeed perceived by a bird as a continuous, smooth function of airspeed, a hypothesis that has not been formally tested.1 Discrepancies between theoretical predictions and empirical observations may stem from several factors, including differences in the specific component of power being measured (e.g., metabolic power input versus calculated mechanical power output), the inherent limitations and potential stresses of experimental conditions (particularly in wind tunnels), and the complexities of accurately modeling the efficiency of converting metabolic energy to mechanical work.1
3.2 The Components of Aerodynamic Drag
The total aerodynamic drag experienced by a flying bird is primarily composed of three main components. The sum of the power required to overcome these drag components gives the total mechanical power required for steady level flight.14
Induced Drag: This component of drag is an unavoidable consequence of generating lift. It arises from the redirection of air downwards by the wings, which creates wingtip vortices. Induced drag is inversely related to airspeed; as airspeed increases, induced drag decreases. Consequently, the power required to overcome induced drag (Pind) is highest at low speeds.14 Conceptually, Pind is proportional to (Weight)2/(Airspeed×Wingspan2×Air_density).
Parasite Drag: This refers to the drag exerted by the bird's body (fuselage drag), distinct from the wings. It is caused by the pressure distribution around the body and skin friction as the bird moves through the air. Parasite drag (Dpar) increases with the square of the airspeed, following the relationship Dpar=21ρV2SbCD,par, where ρ is air density, V is airspeed, Sb is the body's frontal area, and CD,par is the parasite drag coefficient.14 Consequently, the power required to overcome parasite drag (Ppar) increases with the cube of the airspeed (Ppar=Dpar×V).14
Profile Drag: This component arises from the friction and pressure drag of the wings themselves as they move through the air. It is the drag associated with the wing's profile, even when not generating net lift (i.e., at zero angle of attack relative to the local airflow). Profile power (Ppro) also generally increases with airspeed, particularly at higher speeds.14
3.3 The Influence of Wing and Tail Morphology and Flight Kinematics
The intricate interplay between a bird's morphology and its flight kinematics is fundamental to its aerodynamic capabilities. Morphological adaptations provide the anatomical "toolkit," while kinematics represent the dynamic strategies employed to use that toolkit effectively.
Wing Function and Specializations: Avian wings are sophisticated aerofoils responsible for generating both lift and thrust, primarily through complex flapping motions.16 The primary feathers, located on the outer part of the wing (the "hand"), are crucial for generating most of the thrust, especially during the downstroke. The secondary feathers, located on the inner part of the wing (the "arm"), contribute significantly to the wing's aerofoil shape and thus to lift generation.16 The alula, a small group of feathers on the anterior edge of the wing corresponding to the bird's "thumb," acts as a leading-edge slat. It deploys at high angles of attack to delay aerodynamic stall, particularly at low airspeeds or during landing maneuvers, by maintaining smoother airflow over the wing's upper surface.16
Wing Morphing Capabilities: Birds possess a remarkable ability to dynamically alter their wing shape and area during flight, a capability known as wing morphing. This includes active changes in wing chord (width), span (length), sweep (angle backwards or forwards), twist (variation in angle of attack along the span), and camber (curvature of the aerofoil). These adjustments are achieved through coordinated movements of the elbow and wrist joints and the precise control of the flight feathers. Such morphing allows birds to optimize aerodynamic performance across a wide range of airspeeds and flight modes (e.g., flapping, gliding, soaring, maneuvering). It helps to maintain attached airflow over the wings, reduce induced drag (especially at the wingtips by modifying vortex shedding), and efficiently modulate lift and thrust production.16 Recent research also indicates that covert feathers—the smaller feathers overlying the base of the primary and secondary flight feathers—may play an active aerodynamic role by forming rows of deployable flaps that can improve lift and reduce drag, particularly when the wing is operating near its stalling angle.17 This suggests an even finer level of aerodynamic control than previously appreciated.
Tail Function in Flight Control: The tail in birds is not merely a passive stabilizer but an integral and active component of the lifting and control system. Its position relative to the wings and its ability to be spread, fanned, depressed, elevated, and tilted allow it to contribute significantly to stability, balance, maneuverability, and lift enhancement. These functions are particularly important during slow flight, take-off, and landing, where the tail can act like an aircraft's elevator and rudder, and also augment lift by interacting with the airflow from the wings.16
Kinematic Adjustments for Varying Airspeeds: Birds continuously and dynamically adjust their wingbeat kinematics—including stroke amplitude (the angle through which the wing sweeps), flapping frequency (wingbeats per second), and the mean elevation and inclination of the wingbeat plane—to meet the changing thrust-to-lift requirements at different airspeeds.18 For instance, research has shown that flapping with a greater ventral (downward) than dorsal (upward) excursion of the wings is an aerodynamically efficient strategy for increasing thrust, which is particularly important at higher speeds where drag is greater.18 These kinematic adjustments demonstrate a sophisticated level of active control to maintain or optimize aerodynamic efficiency.
The Strouhal Number (St) as an Efficiency Indicator: The Strouhal number, a dimensionless parameter defined as St=fA/V (where f is wingbeat frequency, A is wingtip stroke amplitude, and V is airspeed), is often used to characterize the unsteady aerodynamics of flapping flight and is considered an indicator of propulsive efficiency. Many flying animals, including birds, appear to modulate their kinematics to maintain the Strouhal number within a relatively narrow range, typically cited as 0.2–0.4.19 Operating within this range is associated with high propulsive efficiency in flapping propulsion. However, some research suggests a more nuanced role for St. While propulsive efficiency (ηp, the efficiency of converting metabolic power into useful thrust power) may peak within this St range, the overall efficiency of generating aerodynamic force (considering the costs of producing both lift and thrust simultaneously) might decrease with increasing St. This implies that the optimal Strouhal number for a bird may represent a compromise, depending on the relative costs and demands for generating thrust versus lift in a given flight scenario.18 The active regulation of kinematics to operate within a certain St range suggests a sensory feedback mechanism allowing birds to perceive their aerodynamic state and adjust accordingly.
3.4 Persistent Uncertainties and Frontiers in Avian Flight Research
Despite significant advances in the study of avian flight, several areas remain characterized by ongoing research and unresolved questions. The precise, mechanistic relationship between the complex, three-dimensional kinematics of flapping wings and the resultant aerodynamic forces and overall flight performance is still an active and challenging area of investigation. Current aerodynamic models often rely on simplifications (such as quasi-steady assumptions) of these intricate and highly unsteady kinematics.18
Disentangling the individual aerodynamic effects of multiple kinematic parameters that birds often adjust simultaneously (e.g., frequency, amplitude, angle of attack, wing twist, wing deformation) is a complex analytical task.18 This difficulty has spurred the use of innovative experimental tools, such as dynamically scaled robotic wings and advanced computational fluid dynamics (CFD) modeling.18 These approaches allow researchers to systematically vary individual kinematic parameters while holding others constant, enabling a more direct assessment of their aerodynamic consequences and a shift from purely correlative studies in live birds towards a more causative understanding of flight mechanics. This, in turn, has significant biomimetic implications for the design of more efficient flapping-wing micro air vehicles (FWAVs).20
Furthermore, the internal physiological processes occurring within a bird during flight, and how these processes (e.g., muscle efficiencies, metabolic pathways, heat dissipation) interface with and constrain aerodynamic power output, are still not fully understood.1 The specific aerodynamic roles and quantitative benefits of certain subtle morphological features, such as the detailed function of different rows of covert feathers, are also still being actively investigated and quantified.17
IV. Literature Synthesis: A Comparative Analysis of Airspeed Velocity
The study of avian airspeed reveals a remarkable diversity across taxa, reflecting a wide array of morphological adaptations, flight styles, and ecological requirements. Comprehensive tracking radar studies, particularly the work by Alerstam et al. (2007) which encompassed 138 bird species, indicate that mean cruising airspeeds during migration typically fall within a range of approximately 8 m/s to 23 m/s.2
While fundamental aerodynamic theory predicts that cruising flight speed should scale positively with body mass (approximately as (body mass)1/6) and wing loading (approximately as (wing loading)1/2),2 empirical data from extensive field studies have shown that the actual scaling exponents are significantly smaller. Alerstam and colleagues reported exponents of approximately 0.12 for body mass and 0.32 for wing loading.21 This phenomenon, often described as a "compression of the speed range," suggests that evolutionary pressures have acted to counteract the development of excessively slow flight speeds in species with low wing loading and excessively fast speeds in those with high wing loading.21 This implies that factors beyond simple aerodynamic scaling are at play in determining a species' characteristic airspeed.
Indeed, phylogeny emerges as a highly significant factor in explaining interspecific variation in airspeed, often exerting a stronger influence than body mass or wing loading alone. Species within the same evolutionary lineage tend to exhibit similar characteristic flight speeds, suggesting that shared ancestry and associated functional flight adaptations play a crucial role.21 For instance, the Alerstam et al. (2007) study found that birds of prey and herons, on average, fly slower than would be predicted solely by their mass and wing loading, whereas songbirds and shorebirds tend to fly faster.21
It is generally accepted that many bird species possess at least two distinct modes of flight speed: a "normal" or "cruising" rate utilized for everyday activities such as foraging and for sustained migratory flight, and an "accelerated" speed. This accelerated speed, which can sometimes be nearly double the normal rate, is typically employed for short durations during specific situations such as predator evasion or prey pursuit.22 Furthermore, migratory flight is often considered to be undertaken at higher average airspeeds than non-migratory "cruising" flight. This is likely an adaptation to optimize time or energy expenditure over the vast distances covered during migration.3
4.1 The Fastest Flyers – Records and Verifications
The avian world boasts some truly remarkable speedsters, with different species holding records for dive speeds versus sustained level flight.
Dive Speeds (Stoops) – The Realm of Raptors:
The highest airspeeds achieved by any bird occur during the high-speed hunting dives, or "stoops," characteristic of several raptor species.
Peregrine Falcon (Falco peregrinus): This species is universally recognized as the fastest animal on the planet during its stoop.
Popular accounts and some sources state that it can exceed 320 km/h (approximately 89 m/s).23
A maximum speed of 389 km/h (approximately 108 m/s) was reported in a National Geographic television program; however, the primary scientific publication detailing the measurement methodology for this specific extraordinary figure is often not readily cited in accessible peer-reviewed literature.23
More rigorously documented radar measurements by Peter and Kestenholz (1998), cited by Alerstam, recorded a maximum dive airspeed of 51 m/s (184 km/h) for a Peregrine Falcon.24 While this value is considerably lower than some popular accounts, it represents a scientifically measured and published speed. Research by Ponitz et al. (2014), detailed in a study by Fischer et al. (2014), provides further support for dive speeds exceeding 320 km/h and includes details on wing morphing strategies employed by peregrines during different phases of their dive.25 In one specific experiment tracking a diving falcon with high-speed cameras, a maximum diving velocity of 22.5 m s-1 (81 km/h) was reached at a flight path angle of 50.75°, though this was in a controlled setting and not representative of maximum natural stoop speeds.25
Golden Eagle (Aquila chrysaetos): This large raptor has been recorded achieving impressive dive speeds of up to 322 km/h (approximately 89 m/s).23
Saker Falcon (Falco cherrug): Another powerful falcon, the Saker is capable of dive speeds up to 320 km/h (approximately 89 m/s).23
Gyrfalcon (Falco rusticolus): The largest of the falcons, the Gyrfalcon, achieves dive speeds in the range of 187–209 km/h (approximately 52-58 m/s).23
Level Flight (Maximum Horizontal Airspeed) – A Realm of Swifts and Other Fast Flyers:
Determining the absolute fastest bird in sustained, powered level flight is subject to some debate, largely due to the challenges of verification and standardization of measurement methods.
White-throated Needletail (Hirundapus caudacutus): This large swift is frequently cited in popular and ornithological literature as the fastest bird in level flight.
Reported top speeds are typically around 169 km/h (approximately 46.9 m/s)23 or occasionally stated as 170 km/h.26
A crucial caveat consistently accompanies this record: the measurement methods used to obtain this speed have reportedly never been published or scientifically verified.23 This lack of peer-reviewed documentation means the 169-170 km/h figure should be treated with caution by the scientific community. More recent tracking studies on this species have focused on migratory routes rather than verifying maximum airspeeds.27 Some sources provide a slightly lower, but still impressive, figure of up to 130 km/h.28
Common Swift (Apus apus): This species holds the record for the fastest confirmed level flight speed by a bird.
A maximum horizontal flying speed of 111.5 km/h (approximately 31.0 m/s or 69.3 mph) has been reliably documented.23 This speed is often cited in reference to the work of Bruderer and colleagues, whose radar studies provided extensive data on swift flight. While the specific primary paper by Bruderer confirming this exact value was not fully detailed in the provided snippets, the consistency of this figure across multiple reputable sources, including those referencing Guinness World Records,23 lends it strong credibility.
During specialized social flight displays known as "screaming parties," Common Swifts have been recorded achieving even higher instantaneous airspeeds. Henningsson et al. (2010) used stereo high-speed cameras to measure horizontal speeds averaging 20.9 m/s (75.2 km/h), with a maximum recorded horizontal speed of 31.1 m/s (112.0 km/h).24 This is the highest directly measured self-powered flight speed for this species.
Other Notably Fast Species in Level Flight:
Eurasian Hobby (Falco subbuteo): A small, agile falcon known to prey on swifts and swallows, it can reportedly reach maximum airspeeds of 159 km/h (approximately 44.2 m/s).23
Frigatebirds (Fregata spp.): These highly aerial seabirds, known for their soaring capabilities and kleptoparasitism, can achieve airspeeds up to 153 km/h (approximately 42.5 m/s).23
Spur-winged Goose (Plectropterus gambensis): This large waterfowl has been recorded at airspeeds up to 143 km/h (approximately 39.7 m/s).23
Grey-headed Albatross (Thalassarche chrysostoma): Recorded at a maximum horizontal speed of 127 km/h (approximately 35.3 m/s), often achieved while utilizing strong winds during storms.23
Diving Ducks (Anatidae): Several species of diving ducks are known for their rapid flight. The Red-breasted Merganser (Mergus serrator) can reach 130 km/h (approx. 36.1 m/s),23 the Canvasback (Aythya valisineria) 128 km/h (approx. 35.6 m/s),23 and the Common Eider (Somateria mollissima) 123 km/h (approx. 34.2 m/s).23 Alerstam et al. (2007) noted that diving ducks, as a group, achieved the fastest mean speeds in their extensive radar study, with several species exceeding 20 m/s (72 km/h), up to a maximum of 23 m/s (82.8 km/h).2
4.2 The Slowest Flyers – Considerations and Examples
Identifying the "slowest" flying bird is less straightforward than identifying the fastest, as flight speed is highly dependent on context (e.g., foraging, landing, hovering) and can be intentionally reduced. However, some species are characteristically slower in their typical cruising or foraging flight.
General Observations: Alerstam et al. (2007) found that birds of prey, herons, gulls, terns, and songbirds generally had flight speeds in the lower part of the 8–23 m/s range observed for migrating birds.2 Larger bird species, in practice, tend to employ airspeeds slower than their theoretically optimal speed for maximizing horizontal travel if they are prioritizing minimizing altitude loss per distance covered, for instance, when gliding between thermals.29
Specific Examples of Relatively Slow Flight:
Osprey (Pandion haliaetus): Schnell (1978) recorded airspeeds for this species that were considered "characteristically rather slow," which is expected for a large bird engaged in short flights or circling while hunting.8 Average airspeeds were around 27-29 mph (approximately 12-13 m/s) across or into the wind, but dropped to an average of 17 mph (approximately 7.6 m/s) with a tailwind.8 Tucker and Schmidt-Koenig (1971) recorded circling airspeeds for an Osprey varying from 9 to 16 mph (approximately 4.0 to 7.2 m/s).8
Black-necked Stilt (Himantopus mexicanus): In Schnell's (1978) study, this species exhibited average airspeeds around 19-20 mph (approximately 8.5-8.9 m/s).8
American Woodcock (Scolopax minor): While not extensively detailed in the provided snippets regarding cruising speed, this species is famously known for its very slow, fluttering display flights, sometimes cited as one of the slowest flying birds during these specific maneuvers, though quantitative airspeed data for this behavior were not present in the provided materials.
Hummingbirds (Trochilidae): While capable of rapid, agile movements and relatively fast burst speeds for their size23, their ability to hover (zero airspeed) and fly very slowly is a hallmark of the family. Their flight speeds are often perceived as faster due to their small size and high wingbeat frequencies.30
Some Passerines: Early observations suggested that some smaller passerine birds engage in ordinary flight at speeds less than 20 mph (approximately 8.9 m/s).22 The Alerstam et al. (2007) dataset, with a minimum mean airspeed of 8 m/s for some species, supports the idea that many smaller birds, including songbirds, operate at the lower end of the avian airspeed spectrum during migration.2 For example, in a study by Pennycuick et al. (2013) using an ornithodolite, the Common Tern (Sterna hirundo) had a mean airspeed of 11.0 m/s, and the Black-headed Gull (Larus ridibundus) 11.4 m/s.10 The Pied Wagtail (Motacilla alba) was recorded at 13.3 m/s.10
It is important to note that many of the slower reported speeds are often average cruising speeds or speeds recorded during specific behaviors like foraging or circling, and most birds can achieve faster burst speeds when necessary. The lower end of the 8 m/s (approx. 28.8 km/h) mean airspeed found by Alerstam et al. (2007) for migrating birds likely represents a practical minimum for efficient sustained travel for many species.2
V. Airspeed Velocity in Swallows (Hirundinidae) and Swifts (Apodidae)
Swallows, martins (family Hirundinidae), and swifts (family Apodidae, though not closely related to swallows, share convergent adaptations for highly aerial lifestyles) are renowned for their exceptional aerial agility and reliance on flight for foraging. Their flight characteristics have been the subject of numerous studies.
5.1 Barn Swallow (Hirundo rustica)
The Barn Swallow is a well-studied hirundine, with detailed kinematic data available from wind tunnel experiments.
Wind Tunnel Studies (Park et al., 2001; Hedenström et al.):
Two Barn Swallows were filmed in the Lund wind tunnel at airspeeds ranging from 4 m/s up to 14 m/s (bird #1) or 13 m/s (bird #2).6
Wingbeat frequency exhibited a clear U-shaped relationship with airspeed. For bird #1, the minimum frequency was 7.04 Hz19 at an airspeed of 8.9 m/s.19 For bird #2, the minimum frequency was 7.11 Hz19 at an airspeed of 8.7 m/s.31 At these minimum power speeds, Strouhal numbers were calculated to be approximately 0.18 and 0.19, respectively, which aligns with the typical range (0.2-0.4) observed for efficient flight in many animals, though birds often fall on the lower side of this range.19
Wingbeat amplitude (the angle described by the pivoting of the wing at the shoulder) increased with airspeed, from approximately 70° at low speeds to over 120° at high speeds.6
Mid-downstroke wingspan was observed to decrease with increasing airspeed.6
A notable kinematic feature was the appearance of upstroke pauses (brief cessations of flapping during the upstroke) at airspeeds exceeding 8 m/s for one bird and 5 m/s for the other.6
The study by Park et al. (2001) concluded that the common method of estimating a bird's body drag coefficient by matching the calculated minimum power speed (V<sub>mp</sub>) with the observed speed of minimum wingbeat frequency was not valid for the Barn Swallow, possibly due to the complexities introduced by these upstroke pauses and other kinematic adjustments.6
Intermittent Flight9:
Barn Swallows primarily perform "partial bounds" during intermittent flight. This involves brief interruptions of the upstroke, and these pauses are progressively prolonged as the flight angle (incline or decline) decreases.9
Effective wingbeat frequencies (mean number of wingbeats per second, accounting for pauses) for Barn Swallows were reported to range from 2.5 to 8.5 s-1.9
Consistent with the wind tunnel findings, wingbeat frequency during continuous flapping varied with airspeed in a U-shaped curve, suggesting a minimum power speed of roughly 9 m/s.9
These detailed kinematic studies on Barn Swallows highlight a sophisticated modulation of wingbeat parameters across a range of airspeeds. The U-shaped power/frequency curve, with minima around 8-9 m/s, suggests an adaptation for efficient flight across the speeds typically used for their aerial insectivorous foraging and general transit.
5.2 House Martin (Delichon urbicum)
The House Martin, another common hirundine, also exhibits specialized flight adaptations.
General Flight Speed: A typical flight speed for the House Martin is reported as 11 m/s (approximately 39.6 km/h or 36 ft/s).32
Wingbeat Rate: The House Martin averages approximately 5.3 wingbeats per second, which is notably faster than the average of 4.4 beats per second reported for the Barn Swallow.32
Wind Tunnel Studies (Rosén et al., 2007):
The wingbeat kinematics and wake structure of a trained House Martin were studied in free, steady flight in a wind tunnel at airspeeds of 4, 6, 8, and 10 m/s.33
A characteristic feature of the House Martin's wingbeat at higher flight speeds was the presence of a distinct pause during the upstroke.33
At slow speeds (specifically 4 m/s), the upstroke did not contribute to weight support, indicating a different aerodynamic strategy compared to higher speeds where the upstroke becomes more aerodynamically significant.33
In the wind tunnel, gliding sequences, which were almost absent at the lowest flight speeds, increased in both length and frequency as airspeed increased. The data presented were selected for steady flapping flight only.33
Intermittent Flight9:
During descent, House Martins tended to concentrate their wingbeats into bursts, performing true gliding flight during the intervening rest phases. This contrasts with the partial bounding strategy more typical of Barn Swallows.9
Effective wingbeat frequencies for House Martins ranged from 2 to 10.5 s-1.9
Similar to the Barn Swallow, the wingbeat frequency of House Martins varied with airspeed according to a U-shaped curve, suggesting a minimum power speed of roughly 9 m/s.9
The differences in intermittent flight strategies observed between Barn Swallows (primarily partial bounds) and House Martins (true gliding, especially in descent), despite their similar overall U-shaped frequency curves and ecological roles as aerial insectivores, suggest subtle variations in aerodynamic optimization or behavioral preferences. These variations could be related to finer-scale differences in their typical foraging altitudes, preferred prey types, or slight morphological distinctions in wing or tail structure not captured by broad airspeed measurements alone. Both species, however, demonstrate a clear adaptation for efficient flight around a similar minimum power speed.
5.3 Purple Martin (Progne subis)
The Purple Martin is the largest swallow species found in North America.34
Reported Flight Speed (General): Popular sources report that Purple Martins can reach speeds of up to 40 mph (approximately 17.9 m/s or 64.4 km/h).34 It is important to note that this figure often comes from general nature center publications or similar outreach materials, rather than peer-reviewed primary research employing precise measurement techniques like radar or wind tunnels.
Migratory Speeds (from Geolocator Studies):
One study utilizing geolocators on Purple Martins reported an impressive average flight speed (travel rate) of 600 km/day during a 21-day spring migration for one individual.12
Another geolocator study documented individuals covering approximately 2414 km (1500 miles), including a non-stop over-water flight of about 805 km (500 miles), in less than a week. One particularly swift individual in this study flew approximately 7081 km (4,400 miles) in just 13 days, averaging over 538 km/day (more than 300 miles/day).35 These data reflect remarkable endurance and sustained travel rates during migration but do not represent instantaneous unladen airspeeds.
Flight Behavior and Ecology: Purple Martins are active during the day, with peak activity often observed at dawn and dusk. They are colonial nesters and forage by hunting insects in large flocks.36 They are capable of traveling significant distances, from 2.8 to 664 km, to return to their nests.36
Altitude Studies: A study by Shipley et al. (2018) using altitude dataloggers found that Purple Martins consistently flew at higher altitudes compared to Tree Swallows and Barn Swallows. Their flight altitude responded positively to conditions of greater thermal uplift. The mean daily altitude recorded for Purple Martins was 119 m, with a maximum recorded altitude of 1945 m.37 While this study provides valuable information on vertical habitat use, it did not directly measure or report airspeeds.
GPS Tracking for Migration Strategies: High-precision GPS tracking has been used to study the migration strategies of Purple Martins, confirming their primarily diurnal migration pattern but also revealing instances of nocturnal flight, particularly during barrier crossings (e.g., over the Gulf of Mexico).11 Again, the focus of such studies is typically on timing, routing, and behavioral plasticity rather than the precise measurement of instantaneous airspeeds.
Compared to the Barn Swallow and House Martin, there is a noticeable lack of detailed, primary-source unladen airspeed data for the Purple Martin derived from controlled experimental conditions, such as wind tunnel studies, or from direct radar tracking of individuals where airspeed is explicitly calculated. Most available quantitative data for Progne subis pertains to impressive migratory travel rates derived from geolocator or GPS studies, or general speed estimations from less formal sources. This represents a potential knowledge gap regarding the fine-scale flight mechanics and specific cruising airspeeds of Purple Martins under defined conditions, which would be valuable for a more complete comparative aerodynamic analysis within the Hirundinidae.
VI. Tabulated Airspeed Data for Selected Bird Species
The following table summarizes unladen airspeed data for a variety of bird species, drawing from the literature discussed in this report. It is crucial to consider the measurement method and context, as these factors significantly influence the recorded speeds. Speeds are presented as reported in the source material.
Common Name | Scientific Name | Family | Average/Typical Horizontal Airspeed | Maximum Horizontal Airspeed | Maximum Dive Airspeed (Stoop) | Measurement Method/Context | Sources |
---|---|---|---|---|---|---|---|
Peregrine Falcon | Falco peregrinus | Falconidae | 65–90 km/h (18.1–25 m/s) | 110 km/h (30.6 m/s) | >320 km/h (>88.9 m/s); 389 km/h (108.1 m/s) reported; 51 m/s (184 km/h) radar measured | Observation; Radar; High-speed video (dive stages) | 23 |
Saker Falcon | Falco cherrug | Falconidae | 150 km/h (41.7 m/s) | 320 km/h (88.9 m/s) | Not specified in snippet | 23 | |
Golden Eagle | Aquila chrysaetos | Accipitridae | 45–51 km/h (12.5–14.2 m/s) | 129 km/h (35.8 m/s) | 322 km/h (89.4 m/s) | Observation/Not specified | 23 |
Gyrfalcon | Falco rusticolus | Falconidae | 80–100 km/h (22.2–27.8 m/s) | 145 km/h (40.3 m/s) | 187–209 km/h (51.9–58.1 m/s) | Not specified in snippet | 23 |
White-throated Needletail | Hirundapus caudacutus | Apodidae | 169 km/h (46.9 m/s) (unconfirmed) | Observation (unverified method) | 23 | ||
Common Swift | Apus apus | Apodidae | ~11.5 m/s (41.4 km/h) (migration)† | 111.6 km/h (31.0 m/s) (confirmed level); 31.1 m/s (112.0 km/h) (screaming party) | Radar (migration); Observation (level); Stereo high-speed camera (screaming party) | 23 | |
Pacific Swift | Apus pacificus | Apodidae | 166 km/h (46.1 m/s) | Not specified in snippet | 26 | ||
Eurasian Hobby | Falco subbuteo | Falconidae | 159 km/h (44.2 m/s) (likely pursuit/dive) | Not specified in snippet | 23 | ||
Frigatebird | Fregata spp. | Fregatidae | 153 km/h (42.5 m/s) (likely dive/fast glide) | Not specified in snippet | 23 | ||
Spur-winged Goose | Plectropterus gambensis | Anatidae | 143 km/h (39.7 m/s) | Not specified in snippet | 23 | ||
Grey-headed Albatross | Thalassarche chrysostoma | Diomedeidae | 127 km/h (35.3 m/s) | Riding Antarctic storm | 23 | ||
Red-breasted Merganser | Mergus serrator | Anatidae | ~20.0 m/s (72 km/h) (migration)† | 130 km/h (36.1 m/s) (escape speed up to 80 mph reported) | Radar (migration); Observation | 23 | |
Canvasback | Aythya valisineria | Anatidae | 128 km/h (35.6 m/s) | Not specified in snippet | 23 | ||
Common Eider | Somateria mollissima | Anatidae | ~19.0 m/s (68.4 km/h) (migration)† | 123 km/h (34.2 m/s) | Radar (migration); Not specified | 23 | |
Eurasian Teal | Anas crecca | Anatidae | ~17.4 m/s (62.6 km/h) (migration)† | 97 km/h (26.9 m/s) (older report 70 km/h) | Radar (migration); Not specified | 23 | |
Anna's Hummingbird | Calypte anna | Trochilidae | 56 km/h (15.6 m/s) | 70 km/h (19.4 m/s) (dive/courtship) | Not specified in snippet | 23 | |
Barn Swallow | Hirundo rustica | Hirundinidae | 8.7-8.9 m/s (min. wingbeat freq. speed) | 13-14 m/s (max. tested in wind tunnel) | Wind Tunnel | 19 | |
House Martin | Delichon urbicum | Hirundinidae | 11 m/s (typical); ~9 m/s (min. power speed suggested) | 10 m/s (max. tested in wind tunnel for kinematics) | Observation; Wind Tunnel | 9 | |
Purple Martin | Progne subis | Hirundinidae | Up to 40 mph (~17.9 m/s or ~64.4 km/h) (general report) | Observation (general) | 34 | ||
Osprey | Pandion haliaetus | Pandionidae | ~12-13 m/s (across/into wind); 4.0-7.2 m/s (circling) | Doppler Radar; Observation | 8 | ||
Brown Pelican | Pelecanus occidentalis | Pelecanidae | Doppler Radar | 8 | |||
Chimney Swift | Chaetura pelagica | Apodidae | Doppler Radar | 8 | |||
American Robin | Turdus migratorius | Turdidae | Doppler Radar | 8 | |||
European Starling | Sturnus vulgaris | Sturnidae | Doppler Radar; Ornithodolite | 10 | |||
House Sparrow | Passer domesticus | Passeridae | Doppler Radar | 8 | |||
Rock Pigeon | Columba livia | Columbidae | 12.9 ± 1.8 m/s | GPS Tracking | 38 | ||
Common Tern | Sterna hirundo | Laridae | 11.0 m/s (migration)† | Ornithodolite | 10 | ||
Black-headed Gull | Larus ridibundus | Laridae | 11.4 m/s (migration)† | Ornithodolite | 10 | ||
Kestrel (Common) | Falco tinnunculus | Falconidae | 12.6 m/s (migration)† | Ornithodolite | 10 | ||
Grey Heron | Ardea cinerea | Ardeidae | 12.7 m/s (migration)† | Ornithodolite | 10 |
Footnotes for Table:
All speeds are unladen airspeeds unless otherwise specified. Conversions between units are approximate.
† Data from Pennycuick et al. (2013)18 or Alerstam et al. (2007)7 often refer to mean equivalent airspeeds (Ue) during migration, measured by ornithodolite or tracking radar, respectively. The Alerstam et al. (2007) study provided a range of 8-23 m/s across 138 species; specific values for all species are in their Protocol S1, which was not fully available in the provided snippets, so group trends or specific examples cited in the main text of Alerstam et al. or secondary sources citing it are used.
The "unconfirmed" status for White-throated Needletail reflects the lack of published, verifiable measurement methodology for the commonly cited 169 km/h speed.1
Maximum dive speeds are highly specialized behaviors and not representative of typical flight.
Average/Typical Horizontal Airspeed often refers to cruising speeds, but context varies (e.g., wind tunnel minimum power speed vs. observed migratory speed).
VII. Concluding Remarks
This comparative analysis of unladen airspeed velocity in birds underscores the vast diversity in flight capabilities across avian taxa, shaped by a complex interplay of morphology, physiology, ecology, and evolutionary history. The data reveal a spectrum from the extraordinary dive speeds of raptors like the Peregrine Falcon, exceeding 320 km/h,23 to the more modest, though still impressive, cruising speeds employed by a multitude of species during migration and foraging, typically ranging from 8 to 23 m/s.2 The title of fastest bird in confirmed level flight belongs to the Common Swift at 111.5 km/h,23 though the White-throated Needletail is often cited with an unconfirmed speed of 169 km/h.23 For swallows and martins, wind tunnel studies on species like the Barn Swallow and House Martin indicate typical minimum power or efficient cruising speeds around 8-11 m/s, with sophisticated kinematic adjustments to maintain performance across a range of operational speeds.9
The measurement of avian airspeed is an inherently complex endeavor, with each methodology—from radar ornithology and wind tunnel experiments to direct observation and advanced biologging—possessing its own set of advantages, limitations, and contextual applicability. Understanding the specific conditions and techniques under which airspeed data are collected is therefore paramount for accurate interpretation and meaningful comparison. While general aerodynamic principles provide a robust framework for understanding bird flight, the specifics of power curves, drag components, and kinematic strategies exhibit considerable interspecific variation and remain active areas of scientific inquiry. The relationship between morphology (e.g., wing aspect ratio, tail design), phylogeny, and ecological pressures (e.g., foraging mode, migratory distance) clearly shapes the evolution of flight performance, often leading to convergent solutions for similar aerial lifestyles but also unique adaptations within lineages.
Despite significant progress, several avenues for future research remain pertinent. There is a continuing need for rigorously verified airspeed data for species with historically unconfirmed records, such as the White-throated Needletail. More detailed kinematic and aerodynamic studies, particularly those conducted under natural free-flight conditions or in advanced, large-scale wind tunnels that can accommodate a wider range of natural behaviors, would be invaluable for a broader array of bird species. Specifically for larger hirundines like the Purple Martin, dedicated studies on unladen cruising airspeed using precise methodologies would fill a current gap in comparative data. The ongoing refinement and application of remote sensing technologies, sophisticated biologging devices (including those integrating accelerometers and air pressure sensors for direct airspeed estimation), and advanced analytical techniques (such as computational fluid dynamics) promise to yield even deeper insights into the nuanced world of avian airspeed, flight behavior, and the remarkable energetic and biomechanical efficiencies that characterize bird flight.
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