1Directorate of Standardisation, Ministry of Defence, New Delhi - 110 011.
2Indian Institute of Technology, Roorkee - 247 667.
NomenclatureXt,Yt,Zt
Component of target's initial position, along X,Y and Z axes
Vtx,Vty,VtzComponent of target's initial velocity, long X, Y and Z axes
Atx,Aty,AtzComponent of target's initial acceleration, along X, Y and Z axes
Xp,Yp,ZpComponent of projectile's initial position, along X, Y and Z axes
Vpx,Vpy,VpzComponent of projectile's initial velocity, along X, Y and Z axes
Dpavx,Dpavy,DpavzComponent of projectile's average deceleration, along X, Y and Z axes
DpavProjectile's average deceleration
VpavProjectile's average velocity
KProjectile's initial velocity (1000 m/s)
CDeceleration Constant
gAcceleration due to gravity (9.8 m/s2)
bpBearing at which the projectile is fired from the gun
epElevation at which the projectile is fired from the gun
tTime of flight of projectile till collision with target
The paper considers the problem of angular orientation of anti-aircraft guns towards a moving air target. The factors affecting the collision of the projectile fired from a gun with the moving air target are highlighted. Thereafter, a mathematical model has been developed to estimate the angular orientation of the anti-aircraft gun in terms of bearing and elevation, in the direction of the predicted future position of the moving air target, to enable collision of the projectile with the target.
Gun laying equations, angular orientation, anti-aircraft guns, future position, moving air target