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sphere-grid/grid/ui/pattern.py
Alexandre Rio 9c6239028d
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feat: finally a working super simple pattern
2025-08-12 15:47:35 +02:00

128 lines
4.1 KiB
Python

import math
from typing import List, Tuple
from PySide6.QtCore import Qt
from PySide6.QtGui import QBrush, QPainter
from PySide6.QtWidgets import QGraphicsItemGroup
from PySide6.QtWidgets import (
QStyleOptionGraphicsItem,
QWidget,
)
from grid.ui.items import SphereGraphicsItem, ArcGraphicsItem, LineGraphicsItem
class Pattern(QGraphicsItemGroup):
"""Common pattern on the sphere grid"""
PATTERN_WIDTH = 600
SPACE_BETWEEN_SPHERE = 60
def __init__(self, top_left_corner_x: int, top_left_corner_y: int) -> None:
super().__init__()
# center coordinates of the pattern
center_x = int((top_left_corner_x + self.PATTERN_WIDTH) / 2)
center_y = int((top_left_corner_y + self.PATTERN_WIDTH) / 2)
# center
self.addToGroup(SphereGraphicsItem(center_x, center_y))
self.addToGroup(SphereGraphicsItem(0, 0))
# first cercle
sphere_on_circle = 4
points = self.generate_circle_points(
center_x, center_y, self.SPACE_BETWEEN_SPHERE, sphere_on_circle
)
for x, y in points:
self.addToGroup(SphereGraphicsItem(x, y))
for i in range(sphere_on_circle-1):
self.addToGroup(
ArcGraphicsItem(
x_pos=center_x,
y_pos=center_y,
width=self.SPACE_BETWEEN_SPHERE * 2,
angle_start=(i * 360 / sphere_on_circle) % 360,
angle_end=((i + 1) * 360 / sphere_on_circle) % 360,
parent=self,
)
)
line_start_x = center_x
line_start_y = center_y
line_end_x = center_x
line_end_y = int(center_y + self.SPACE_BETWEEN_SPHERE)
self.addToGroup(
LineGraphicsItem(line_start_x, line_start_y, line_end_x, line_end_y, self)
)
# second cercle
sphere_on_circle = 8
points = self.generate_circle_points(
center_x, center_y, self.SPACE_BETWEEN_SPHERE * 2, sphere_on_circle
)
for x, y in points:
self.addToGroup(SphereGraphicsItem(x, y))
for i in range(sphere_on_circle-2):
self.addToGroup(
ArcGraphicsItem(
x_pos=center_x,
y_pos=center_y,
width=self.SPACE_BETWEEN_SPHERE * 4,
angle_start=int(i * 360 / sphere_on_circle / 4) % 360,
angle_end=int((i + 1) * 360 / sphere_on_circle) % 360,
parent=self,
)
)
# self.addToGroup(
# ArcGraphicsItem(
# center_x, center_y, self.SPACE_BETWEEN_SPHERE * 2, 0, 90, self
# )
# )
# third cercle
# sphere_on_circle = 8
# points = self.generate_circle_points(
# center_x, center_y, self.SPACE_BETWEEN_SPHERE * 3, sphere_on_circle
# )
# for x, y in points:
# self.addToGroup(SphereGraphicsItem(x, y))
def paint(
self,
painter: QPainter,
option: QStyleOptionGraphicsItem,
widget: QWidget | None = ...,
):
super().paint(painter, option, widget)
brush = QBrush(Qt.GlobalColor.gray)
painter.setBrush(brush)
painter.drawRect(0, 0, self.PATTERN_WIDTH, self.PATTERN_WIDTH)
def generate_circle_points(
self, center_x: int, center_y: int, radius: int, n_points: int
) -> List[Tuple[int, int]]:
"""generate coordinates of points on a circle equally spaced
Args:
center_x (int): center x coordinate
center_y (int): center y coordinate
radius (int): circle radius
n_points (int): number of points on the circle to generate
Returns:
List[Tuple[int, int]]: list of points coordinates, (x,y)
"""
points = []
angle_step = 2 * math.pi / n_points
for i in range(n_points):
theta = i * angle_step
x = int(center_x + radius * math.cos(theta))
y = int(center_y + radius * math.sin(theta))
points.append((x, y))
return points