ovl.math.geometry module

ovl.math.geometry.angle_between_points(first_point, second_point)

Calculates the angle between the 2 points and the horizontal axis :param first_point: the first point (2d) :param second_point: the second point (2d) :return: the angle

ovl.math.geometry.circle_area(radius)

Calculates the area of a circle with the given radius.

Parameters:radius – The radius of the circle Returns:Area of the circle

ovl.math.geometry.contour_angle_line(contour)

Returns the angle of the line created by the top-most and bottom-most points of a contour

Parameters:contour – the contour, a numpy array Returns:the angle in degrees

ovl.math.geometry.distance_between_points(first_point, second_point)

Calculates the Distance between 2 points. (x^2 + y^2) ^ 0.5

Parameters:

• first_point – tuple of x and y value of point 1
• second_point – tuple of x and y value of point 2

Returns:

Float value of the distance between the 2 points

Return type:

float

ovl.math.geometry.law_of_cosine(first_point, second_point, third_point) → float

Finds the angle BAC in degrees given that first_point = A second point = B and third point = C

ovl.math.geometry.polygon_area(side_length, amount_of_sides)

area of a polygon of

Parameters:

• side_length – side_length of a side of the polygon
• amount_of_sides – Amount of sides the polygon has

Returns:

the area of the polygon

ovl.math.geometry.regular_polygon_angle(side_amount: int) → float

Returns the inner angle of a polygon with the given amount of sides

Parameters:side_amount – amount of sides the polygon has Returns:

ovl.math.geometry.slope(first_point, second_point)

Returns the slope between 2 points

Parameters:

• first_point – first point (x,y)
• second_point – second point (x,y)

Returns:

the slope

ovl.math.geometry.x_intersection(line_slope, intercept, y_value)

Calculates the x value of which the line according to the given y value This basically solves y = mx + b

Parameters:

• line_slope – slope of the line (m)
• intercept – the intercept of the line (b)
• y_value – the value to be used (substituted with x)

Returns:

the y value

ovl.math.geometry.y_intersection(line_slope, intercept, x_value)

Finds the y value of the line (y = mx + b) at point x and returns the point This basically solves y = mx + b

Parameters:

• line_slope – slope of the line (m)
• intercept – the intercept of the line (b)
• x_value – the value to be used (substituted with x)

Returns:

the y value