Reputation: 331
Below is the code I wrote. The object moves along a circular path when I constantly calculate its position and give the coordinates to the obj.rect.x and object.rect.y.
What I need to know is how to rotate the object by something like below. obj.rect.x += incrementx obj.rect.y += incrementy
I implemented this in my code bu then the motion becomes anything but circluar. Please help.
The two images used are here. http://s5.postimg.org/fs4adqqib/crate_B.png http://s5.postimg.org/vevjr44ab/plt0.png
import sys, os, pygame
from math import sin,cos,pi, radians
from pygame.locals import *
from standard_object_creator import *
SCREENW = 800
SCREENH = 700
BLUE = (0, 50, 255)
BLACK = (0, 0, 0)
RED = (255, 0, 0)
PURPLE = (145, 0, 100)
YELLOW = (220,220, 0)
pygame.init()
FPSCLOCK = pygame.time.Clock()
FONT1= "data\Cookie-Regular.ttf"
if sys.platform == 'win32' or sys.platform == 'win64':
#os.environ['SDL_VIDEO_CENTERED'] = '2'# center of screen
os.environ['SDL_VIDEO_WINDOW_POS'] = "%d,%d" % (10,30)#top left corner
SCREEN = pygame.display.set_mode((SCREENW, SCREENH))
## self, imagelist, posx, posy, speedx = 0, speedy = 0, value = 0
plat = pygame.image.load("grfx\plt0.png").convert_alpha()
box = pygame.image.load("grfx\crateB.png").convert_alpha()
FPS = 160 # frames per second
platforms = pygame.sprite.Group()
boxes = pygame.sprite.Group()
def maketext(msg,fontsize, colour = YELLOW, font = FONT1):
mafont = pygame.font.Font(font, fontsize)
matext = mafont.render(msg, True, colour)
matext = matext.convert_alpha()
return matext
box = object_factory ([box], 340, 50, 0, 1)
boxes.add(box)
center_x = 450 # x pos in relation to screen width
center_y = 400 # y pos in relation to screen height
radius = 200
angle = -90 #pi / 4 # starting angle 45 degrees
omega = .001 #Angular velocity
for x in xrange(6):
xpos = radius * cos(angle) #+ center_x #Starting position x
ypos = radius * sin(angle) #+ center_x #Startinh position y
obj = object_factory([plat], xpos, ypos)
obj.angle = angle
obj.omega = omega #angula velocity
obj.radius = radius
platforms.add(obj)
angle += 60
mouseposlist = []
all2gether = [platforms, boxes]
while True:
SCREEN.fill(BLACK)
## MOVE THE SPRITE IN A CIRCLE. Each object is placed by varying the step)
for obj in platforms:
obj.angle = obj.angle + obj.omega
## THE CODE BELOW WORKS
obj.rect.x = center_x + (cos(obj.angle) * obj.radius)
obj.rect.y = center_y + (sin(obj.angle) * obj.radius)
## How can I get the same thing to work in this way? by adding the rate of change to the box objects rect.x and rec.t? Why does this not work?
#obj.rect.x += obj.radius * obj.omega * cos(obj.angle)
#obj.rect.y -= obj.radius * obj.omega * sin(obj.angle)
pygame.draw.line(SCREEN, BLUE, (center_x, center_y), (obj.rect.x, obj.rect.y), 2)
for hp in boxes:
hp.rect.x += hp.speedx
hp.rect.y += hp.speedy
hp.move()
hp.collide(platforms)
for thing in all2gether:
thing.update()
thing.draw(SCREEN)
pygame.draw.line(SCREEN, BLUE, (0, SCREENH / 2), (SCREENW, SCREENH / 2), 2)
pygame.draw.line(SCREEN, BLUE, (SCREENW / 2, 0), (SCREENW / 2, SCREENH), 2)
pygame.display.update()
FPSCLOCK.tick(FPS)
##--------------------------------------------------------------
pygame.event.pump()
keys = pygame.key.get_pressed()
for event in pygame.event.get():
if event.type == MOUSEBUTTONDOWN:
if event.button == 1:
pos = pygame.mouse.get_pos()
val = [pos[0], pos[1], 0, 0]
print val
mouseposlist.append(val)
elif event.button == 3 and mouseposlist != []:
mouseposlist.pop(-1)
if event.type == KEYDOWN and event.key == K_ESCAPE:
print mouseposlist
pygame.quit()
sys.exit()
pygame.time.wait(0)
Upvotes: 0
Views: 8585
Reputation: 331
I manged to solve my problem and would like to share it. The new code is given below. This works with Python / Pygame
center_of_rotation_x = SCREENW/2
center_of_rotation_y = SCREENH/2
radius = 200
angle = radians(45) #pi/4 # starting angle 45 degrees
omega = 0.1 #Angular velocity
x = center_of_rotation_x + radius * cos(angle) #Starting position x
y = center_of_rotation_y - radius * sin(angle) #Starting position y
SCREEN.blit(star, (x, y)) # Draw current x,y
angle = angle + omega # New angle, we add angular velocity
x = x + radius * omega * cos(angle + pi / 2) # New x
y = y - radius * omega * sin(angle + pi / 2) # New y
The above code works as it is. But when applied as a class it works differently. I will ask that in another question
Upvotes: 1
Reputation: 204
Your solution for moving the sprite in a circle is the time evaluation of the positional equation. You need to calculate the angle as a function of time. x = r * cos (omega * time). your first solution is a loop on time, incrementing omega by the fractional angle that is provided by the angular velocity. To evaluate a position take the amount of time multiplied by the angular velocity....
Upvotes: 1