mmLib.OpenGLDriver.OpenGLDriver

Package mmLib :: Module OpenGLDriver :: Class OpenGLDriver

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Type OpenGLDriver

object --+
         |
        OpenGLDriver

OpenGL render driver for Viewer.py

Method Summary
	`__init__(self)`
	`glaccel_glr_axis(self, position, axis, radius)` glaccel optimized version of glr_axis.
	`glaccel_glr_sphere(self, position, radius, quality)`
	`glaccel_glr_tube(self, pos1, pos2, radius)`
	`glaccel_glr_Uellipse(self, position, U, prob)` Renders the ellipsoid enclosing the given fractional probability given the gaussian variance-covariance matrix U at the given position.
	`glaccel_glr_Urms(self, position, U)` Renders the root mean square (one standard deviation) surface of the gaussian variance-covariance matrix U at the given position.
	`glr_axis(self, position, axis, radius)` Draw a vector axis using the current set material at position with the given radius.
	`glr_begin_lines(self)`
	`glr_begin_quads(self)`
	`glr_begin_triangle_fan(self)`
	`glr_begin_triangles(self)`
	`glr_compile_current(self, draw_method)`
	`glr_compile_delete(self, draw_method)`
	`glr_compile_end(self)`
	`glr_compile_exists(self, draw_method)`
	`glr_compile_render(self, draw_method)`
	`glr_compile_start(self, draw_method)`
	`glr_compile_supported(self)` Returns True if draw compiling is supported by the driver.
	`glr_cross(self, position, color, line_width)` Draws atom with a cross of lines.
	`glr_end(self)`
	`glr_light_two_sides_disable(self)`
	`glr_light_two_sides_enable(self)`
	`glr_lighting_disable(self)`
	`glr_lighting_enable(self)`
	`glr_line(self, position1, position2)` Draws a single line.
	`glr_mult_matrix_R(self, R)` Multiplies the current matrix by rotation matrix R and translates by t
	`glr_mult_matrix_Rt(self, R, t)` Return the current matrix as a 3x3 rotation matrix R and 3x1 translation vector t.
	`glr_normal(self, n)`
	`glr_normal3(self, x, y, z)`
	`glr_normalize_disable(self)`
	`glr_normalize_enable(self)`
	`glr_pop_matrix(self)`
	`glr_push_matrix(self)`
	`glr_render_begin(self, width, height, zoom, near, far, bg_color_rgbf, ambient_light, diffuse_light, specular_light, gl_line_smooth, gl_point_smooth, gl_polygon_smooth, gl_blend, gl_fog, gl_fog_start, gl_fog_end, **args)` Sets up lighting and OpenGL options before scene rendering.
	`glr_render_end(self)`
	`glr_rotate_axis(self, deg, axis)`
	`glr_set_line_width(self, width)`
	`glr_set_material_rgb(self, r, g, b)` Creates a stock rendering material colored according to the given RGB values.
	`glr_set_material_rgba(self, r, g, b, a)` Creates a stock rendering material colored according to the given RGB values.
	`glr_sphere(self, position, radius, quality)` Draws a solid sphere.
	`glr_text(self, text, scale)` Renders a text string.
	`glr_translate(self, t)` Translates the scene by vector t.
	`glr_translate3(self, x, y, z)`
	`glr_tube(self, pos1, pos2, radius)` Draws a hollow tube beginning at pos1, and ending at pos2.
	`glr_Uaxes(self, position, U, prob, color, line_width)` Draw the anisotropic axies of the atom at the given probability.
	`glr_Uellipse(self, position, U, prob)` Renders the ellipsoid enclosing the given fractional probability given the gaussian variance-covariance matrix U at the given position.
	`glr_Urms(self, position, U)` Renders the root mean square (one standard deviation) surface of the gaussian variance-covariance matrix U at the given position.
	`glr_vertex(self, position)`
	`glr_vertex3(self, x, y, z)`
Inherited from object
	`__delattr__(...)` x.__delattr__('name') <==> del x.name
	`__getattribute__(...)` x.__getattribute__('name') <==> x.name
	`__hash__(x)` x.__hash__() <==> hash(x)
	`__new__(T, S, ...)` T.__new__(S, ...) -> a new object with type S, a subtype of T
	`__reduce__(...)` helper for pickle
	`__reduce_ex__(...)` helper for pickle
	`__repr__(x)` x.__repr__() <==> repr(x)
	`__setattr__(...)` x.__setattr__('name', value) <==> x.name = value
	`__str__(x)` x.__str__() <==> str(x)

Method Details

glaccel_glr_axis(self, position, axis, radius)

glaccel optimized version of glr_axis.

glaccel_glr_Uellipse(self, position, U, prob)

Renders the ellipsoid enclosing the given fractional probability given the gaussian variance-covariance matrix U at the given position. C=1.8724 = 68%

glaccel_glr_Urms(self, position, U)

Renders the root mean square (one standard deviation) surface of the gaussian variance-covariance matrix U at the given position. This is a peanut-shaped surface. (Note: reference the peanut paper!)

glr_axis(self, position, axis, radius)

Draw a vector axis using the current set material at position with the given radius.

glr_compile_supported(self)

Returns True if draw compiling is supported by the driver.

glr_cross(self, position, color, line_width)

Draws atom with a cross of lines.

glr_line(self, position1, position2)

Draws a single line.

glr_mult_matrix_R(self, R)

Multiplies the current matrix by rotation matrix R and translates by t

glr_mult_matrix_Rt(self, R, t)

Return the current matrix as a 3x3 rotation matrix R and 3x1 translation vector t.

glr_render_begin(self, width=200, height=100, zoom=50, near=0, far=0, bg_color_rgbf=(0.0, 0.0, 0.0), ambient_light=1.0, diffuse_light=1.0, specular_light=1.0, gl_line_smooth=False, gl_point_smooth=False, gl_polygon_smooth=False, gl_blend=True, gl_fog=False, gl_fog_start=0.0, gl_fog_end=0.0, **args)

Sets up lighting and OpenGL options before scene rendering.

glr_set_material_rgb(self, r, g, b)

Creates a stock rendering material colored according to the given RGB values.

glr_set_material_rgba(self, r, g, b, a)

Creates a stock rendering material colored according to the given RGB values.

glr_sphere(self, position, radius, quality)

Draws a solid sphere.

glr_text(self, text, scale)

Renders a text string.

glr_translate(self, t)

Translates the scene by vector t.

glr_tube(self, pos1, pos2, radius)

Draws a hollow tube beginning at pos1, and ending at pos2.

glr_Uaxes(self, position, U, prob, color, line_width)

Draw the anisotropic axies of the atom at the given probability.

glr_Uellipse(self, position, U, prob)

Renders the ellipsoid enclosing the given fractional probability given the gaussian variance-covariance matrix U at the given position. C=1.8724 = 68%

glr_Urms(self, position, U)

Renders the root mean square (one standard deviation) surface of the gaussian variance-covariance matrix U at the given position. This is a peanut-shaped surface. (Note: reference the peanut paper!)

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