Python飞行追踪模拟

话不多说，上图：

飞行跟踪

import pygame,sys
from math import *
pygame.init()
font1=pygame.font.SysFont('microsoftyaheimicrosoftyaheiui',23)
textc=font1.render('*',True,(250,0,0))
screen=pygame.display.set_mode((800,700),0,32)
missile=pygame.image.load('rect1.png').convert_alpha()
height=missile.get_height()
width=missile.get_width()
pygame.mouse.set_visible(0)
x1,y1=100,600           #飞机的初始发射位置
velocity=800            #飞机速度
time=1/1000             #每个时间片的长度
clock=pygame.time.Clock()
A=()
B=()
C=()
while True:
    for event in pygame.event.get():
        if event.type==pygame.QUIT:
            sys.exit()
    clock.tick(300)
    x,y=pygame.mouse.get_pos()          #获取鼠标位置，鼠标就是需要追踪的目标
    distance=sqrt(pow(x1-x,2)+pow(y1-y,2))      #两点距离公式
    section=velocity*time               #每个时间片需要移动的距离
    sina=(y1-y)/distance
    cosa=(x-x1)/distance
    angle=atan2(y-y1,x-x1)              #两点间线段的弧度值
    fangle=degrees(angle)               #弧度转角度
    x1,y1=(x1+section*cosa,y1-section*sina)
    missiled=pygame.transform.rotate(missile,-(fangle))
    if 0<=-fangle<=90:
        A=(width*cosa+x1-width,y1-height/2)
        B=(A[0]+height*sina,A[1]+height*cosa)
 
    if 90<-fangle<=180:
        A = (x1 - width, y1 - height/2+height*(-cosa))
        B = (x1 - width+height*sina, y1 - height/2)
 
    if -90<=-fangle<0:
        A = (x1 - width+missiled.get_width(), y1 - height/2+missiled.get_height()-height*cosa)
        B = (A[0]+height*sina, y1 - height/2+missiled.get_height())
 
    if -180<-fangle<-90:
        A = (x1-width-height*sina, y1 - height/2+missiled.get_height())
        B = (x1 - width,A[1]+height*cosa )
 
    C = ((A[0] + B[0]) / 2, (A[1] + B[1]) / 2)
 
    screen.fill((0,0,0))
    screen.blit(missiled, (x1-width+(x1-C[0]),y1-height/2+(y1-C[1])))
    screen.blit(textc, (x,y)) #鼠标用一个红色*代替
    pygame.display.update()