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Search - missile track - List
[
Windows Develop
]
kitty
DL : 1
一. 追踪模型 以(x , y)代表飞机的坐标,v代表飞机的速度;以(X ,Y)代表导弹的坐标,u代表导弹的速度。 由于导弹时刻指向飞机,故有 dY/dX=(y-Y)/(x-X) 记k=u/sqrt((y-Y)*(y-Y)+(x-X)*(x-X)) 则有 dY/dt=k(y-Y) dX/dt=k(x-X) 故有叠代方程 Y=Y+k*(y-Y)*dt X=X+k*(x-X)*dt (程序中以t代dt) 程序中第一个for循环代表发射导弹打飞机,第二个for代表飞机发现导弹后做正弦运动试图逃跑。 小结: 追踪模型中关键是利用叠代方程 Y=Y+k*(y-Y)*dt 确定追踪者的运动坐标,这样,不 X=X+k*(x-X)*dt 论被追踪者做何种运动,都可利用该叠代方程找出追踪者的运动轨迹(注意追踪者的速度应大于被追踪者的速度)。 -one. Track model (x, y) coordinates of the aircraft representatives, representatives v the speed of aircraft; A (X, Y), on behalf of the coordinates of missile, u representative of the speed of the missile. As the aircraft missile at times, it is dY / dX = (y-Y) / (x-X) recorded k = u / sqrt ((y-Y) * (y-Y) (x-x) * (x-X) ) have curves / dt = k (y-Y) dX / dt = k (x-X) there is an iterative equation Y Y = k * (y-Y) * dt X = X * k (x-x) * dt ( proceedings t substituting dt) procedures for the first cycle of a representative aircraft fired a missile, the second for representatives of aircraft missiles found after doing sinusoidal movement to try to escape. Summary : key tracking model is to use iterative equation Y Y = k * (y-Y) * dt tracers to determine the coordinates of movement, and X = X *
Date
: 2008-10-13
Size
: 803byte
User
:
白小欣
[
Windows Develop
]
kitty
DL : 0
一. 追踪模型 以(x , y)代表飞机的坐标,v代表飞机的速度;以(X ,Y)代表导弹的坐标,u代表导弹的速度。 由于导弹时刻指向飞机,故有 dY/dX=(y-Y)/(x-X) 记k=u/sqrt((y-Y)*(y-Y)+(x-X)*(x-X)) 则有 dY/dt=k(y-Y) dX/dt=k(x-X) 故有叠代方程 Y=Y+k*(y-Y)*dt X=X+k*(x-X)*dt (程序中以t代dt) 程序中第一个for循环代表发射导弹打飞机,第二个for代表飞机发现导弹后做正弦运动试图逃跑。 小结: 追踪模型中关键是利用叠代方程 Y=Y+k*(y-Y)*dt 确定追踪者的运动坐标,这样,不 X=X+k*(x-X)*dt 论被追踪者做何种运动,都可利用该叠代方程找出追踪者的运动轨迹(注意追踪者的速度应大于被追踪者的速度)。 -one. Track model (x, y) coordinates of the aircraft representatives, representatives v the speed of aircraft; A (X, Y), on behalf of the coordinates of missile, u representative of the speed of the missile. As the aircraft missile at times, it is dY/dX = (y-Y)/(x-X) recorded k = u/sqrt ((y-Y)* (y-Y) (x-x)* (x-X) ) have curves/dt = k (y-Y) dX/dt = k (x-X) there is an iterative equation Y Y = k* (y-Y)* dt X = X* k (x-x)* dt ( proceedings t substituting dt) procedures for the first cycle of a representative aircraft fired a missile, the second for representatives of aircraft missiles found after doing sinusoidal movement to try to escape. Summary : key tracking model is to use iterative equation Y Y = k* (y-Y)* dt tracers to determine the coordinates of movement, and X = X*
Date
: 2025-12-17
Size
: 1kb
User
:
白小欣
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