Aerodynamics of the 120-mm M831A1 Projectile: Analysis of Free Flight Experimental Data


Book Description

The 120-mm M831A1 projectile is a low-cost training projectile used by U.S. armor troops. For the last several years, program managers have received feedback from the users that in some cases, M831A1 impact performance did not appear consistent with the current M831A1 computer correction factor. Based on this information, a low-scale but in-depth experimental analysis of the projectile was conducted to assess its aero-ballistic qualities and hopefully identify any potential issues that could affect accuracy performance. The work was conducted by the U.S. Army Research Laboratory at the Transonic Experimental Facility. Although the projectile has undergone fairly extensive target impact dispersion (TID), radar, and wind tunnel testing, this study presents the first spark range data and detailed free-flight aero-ballistic analysis for the M831A1. Roll data were measured via roll pins for the computation of roll-related coefficients. All rounds exhibited very little roll over the measured trajectory, mostly because of a very small roll moment. Yaw magnitudes displayed variability, and several shots had at least moderate levels. The source of the yaw levels imparted to the projectiles was the launch dynamics, and a detailed study of in-bore dynamics is in progress. Most shots exhibited a 'stepping', motion in plots of total yaw versus range. This phenomenon is the result of trim, which is believed to be caused by an aerodynamic asymmetry. A source of the trim has not been isolated. Accurate free-flight drag and pitching moment coefficients were computed on the basis of the measured trajectories. Pitch-damping characteristics were marginal. Although the M831A1 currently performs within acceptable TID standards, further experimental work is recommended, as well as a study of possible stabilizer design modifications.




Design for Control of Projectile Flight Characteristics


Book Description

This handbook presents a general survey of the principal factors affecting the flight of projectiles, and describes the methods commonly used for predicting and influencing the flight performance. The coefficients which characterize the aerodynamic forces and moments of a moving body are identified, methods for determining the coefficients applicable to a projectile having a given shape and center of gravity location are described, and the coefficients of a number of projectiles and projectile shapes are given. The use of aerodynamic coefficients in predicting stability, range and accuracy is described. The effects of variations in projectile shape and center of gravity location on range, accuracy and lethality are discussed. Some material on prototype testing and the effects of round-to-round variations in production lots is presented.










Static Aerodynamics CFD Analysis for 120-mm Hypersonic KE Projectile Design


Book Description

Computational fluid dynamics (CFD) predictions of static aerodynamic coefficients for large caliber (120-mm) M829-like cone-cylinder-flare kinetic energy (KE) projectile shapes are presented. Zero-yaw drag and static pitch- plane aerodynamic coefficients are presented for velocities in the range 1.5 to 3.0 km/sec for several flare angles. The aerodynamic coefficients are required to assess the velocity retardation and static stability of candidate configurations that use the M829 projectile as a basis for design. Comparisons of the aerodynamic coefficients are made with those of the fielded M829 projectile, and a preliminary evaluation is made of the performance of these shapes in hypersonic flight. Computational fluid dynamics, Supersonic flow, Kinetic energy projectiles, Aerodynamics.







Experimental and Computational Results of a Maneuverable Power-Law Elliptic Cross-Section Projectile at Supersonic Speeds


Book Description

This report documents the results of an experimental and computational investigation of a power-law elliptic cross-section projectile for increased maneuverability. Surface-pressure measurements and force-and-moment measurements have been conducted in the Tri-Sonic Wind-Tunnel (TWT) at the Aerodynamic Research Center (ARC) at the U.S. Air Force Academy. Flow visualization data were also obtained in the form of Schlieren photographs and surface oil-flow patterns during these test programs. Data were obtained at a Mach number of 4.2% over a range of Reynolds numbers (based on the free-stream conditions and the model length) of 12.47 million to 19.96 million over an angle-of-attack range from -11 to +11 degrees. The data from these wind-tunnel tests were compared with computations generated using the Cobalt code, which was run on the Beowulf cluster at the High-Performance Computing Facility (HPCF) at the ARC. It should be noted that the experimental and the computational parts of this investigation were conducted concurrently in a double-blind fashion. That is, the results from the experimental effort were not used to influence the way in which the results from the CFD effort were produced and vice versa. Free flight investigations were carried out at the U.S. Air Force Research Laboratory Munitions Directorate Aeroballistic Research Facility and were conducted at Mach numbers ranging from 3.0 to 5.0. The free flight experimental data consisted of nine free-flight projectiles launched within an instrumented facility. Additional computational work was again carried out via the Cobalt code at the flight conditions of the experimental facility. The results indicate good agreement between the experimental and computational data determined in this effort, as well as, with engineering level predictions. The free-flight data was limited to small angles of attack therefore high fidelity determination of the aerodynamic stability coefficients and derivatives was not possib7.







Identification of Aerodynamic Coefficients from Free Flight Data


Book Description

The use of aerodynamic coefficients for the characterization of the behaviour of an object in flight remains one of the oldest and most emergent research project in the field of exterior ballistic. The present study investigates the identification of the aerodynamic coefficients based on measured data, gathered during free flight tests from different measurement techniques. This project deals with topics as modelling, defining and mastering parameter identification techniques best suited to the problem of the aerodynamic coefficients determination. In the frame of this study, an identification procedure was developed for the aerodynamic coefficients determination based on free flight measurements and was tested for two application cases: a re-entry space vehicle and a fin stabilized reference projectile. This procedure requires several steps such as the description of the behaviour of the vehicle in free flight as a nonlinear state-space model representation, the polynomial descriptions of the aerodynamic coefficients as function of Mach number and incidence, the a priori and a posteriori identifiability analyses, followed by the estimation of the parameters from free flight measurements. Moreover, to increase the probability that the coefficients define the vehicle's aerodynamics over the entire range of test conditions and to improve the accuracy of the estimated coefficients, a multiple fit strategy was considered. This approach provides a common set of aerodynamic coefficients that are determined from multiple data series simultaneously analyzed, and gives a more complete spectrum of the vehicle's motion.




Analysis of the Free Flight Aerodynamics on Non-symmetric Bodies from Ballistic Spark Range Data


Book Description

A model (equations of motion) has been developed which is capable of computing the six degree of freedom trajectory of a nonsymmetric missle. The forces and moments considered to be acting on the missile are described in a body of fixed coordinate system. The aerodynamic coefficients are of the angle of attack, and the aerodynamic roll angle. Two data correlation techniques have been examined for matching a theoretical trajectory, computed from the model, to the actual.