我想創建一個90度曲線

Question

我已經得到儘可能多的光線，但我需要連接它們。任何幫助？我的代碼如下

from math import * 
from graphics import * 
i = 1 
segments = 15 
lastPoint = Point(100,0) 
print("Begin") 
win = GraphWin("Trigonometry", 1500, 1500) 
while i<=segments: 

    angle =i*pi/segments 
    y = int(sin(angle)*100) 
    x = int(cos(angle)*100) 

    i = i+1 
    p = Point(x,y) 
    l = Line(p, lastPoint) 
    l.draw(win) 
    print(p.x, p.y) 

print("End") 

Answer 1

OP代碼只繪製「射線」，因爲雖然點p圓上的規定，lastPoint不迭代之間改變。

我們必須將lastPoint的值更新爲從字面上計算出的最後一點，以便將弧畫成一系列連續的線段。

這裏是一個修改後的代碼，以進一步解釋在他的評論中問道由OP：

from math import * 
from graphics import * 

# Function to calculate the integer coordinates of a Point on a circle 
# given the center (c, a Point), the radius (r) and the angle (a, radians) 
def point_on_circle(c, r, a) : 
    return Point(int(round(c.x + r*cos(a))), int(round(c.y + r*sin(a)))) 

# Define the graphical output window, I'll set the coordinates system so 
# that the origin is the bottom left corner of the windows, y axis is going 
# upwards and 1 unit corresponds to 1 pixel 
win = GraphWin("Trigonometry", 800, 600) 
win.setCoords(0,0,800,600) 

# Arc data. Angles are in degrees (more user friendly, but later will be 
# transformed in radians for calculations), 0 is East, positive values 
# are counterclockwise. A value of 360 for angle_range_deg gives a complete 
# circle (polygon). 
angle_start_deg = 0 
angle_range_deg = 90 
center   = Point(10,10) 
radius   = 200 
segments  = 16 

angle_start = radians(angle_start_deg) 
angle_step = radians(angle_range_deg)/segments 

# Initialize lastPoint with the position corresponding to angle_start 
# (or i = 0). Try different values of all the previous variables 
lastPoint = point_on_circle(center, radius, angle_start) 
print("Begin") 
i = 1 
while i <= segments : 
    # update the angle to calculate a new point on the circle 
    angle = angle_start + i * angle_step 
    p = point_on_circle(center, radius, angle) 
    # draw a line between the last two points 
    l = Line(p, lastPoint) 
    l.draw(win) 
    print(p.x, p.y) 
    # update the variables to move on to the next segment which share an edge 
    # (the last point) with the previous segment 
    i = i + 1 
    lastPoint = p 

print("End")