Plotter class

Parent class

class femedu.plotter.Plotter.Plotter

class: representing a Plotter object

addForces(axs)

add nodal forces to the plot shown in axs

displacementPlot(file=None, **kwargs)

Create a deformed system plot

If file is given, store the plot to that file. Use proper file extensions to indicate the desired format (.png, .pdf)

setDisplacements(disp)

setMesh(vert, lines)

Parameters:

setReactions(R)

setValues(vals)

valuePlot(deformed=False, file=None, **kwargs)

Create a plot using colors to identify magnitude of internal force.

known variable_name
keyword	description
‘ux’, ‘uy’, ‘uz’	displacement component in the x, y or z direction
‘rx’, ‘ry’, ‘rz’	rotation around the x, y or z axis
‘sxx’, ‘syy’, ‘szz’	normal stress \(\sigma_{xx}\), \(\sigma_{yy}\), \(\sigma_{zz}\)
‘sxy’, ‘syz’, ‘szx’	shear stress \(\sigma_{xy}\), \(\sigma_{yz}\), \(\sigma_{zx}\)
‘epsxx’, ‘epsyy’, ‘epszz’	normal strain \(\varepsilon_{xx}\), \(\varepsilon_{yy}\), \(\varepsilon_{zz}\)
‘epsxy’, ‘epsyz’, ‘epszx’	engineering shear strain \(\gamma_{xy}=2\varepsilon_{xy}\), \(\gamma_{yz}=2\varepsilon_{yz}\), \(\gamma_{zx}=2\varepsilon_{zx}\)
‘T’	temperature
‘qx’, ‘qy’, ‘qz’	x, y or z component of the temperature gradient, \(q_i = \partial T/\partial x_i\)

If file is given, store the plot to that file. Use proper file extensions to indicate the desired format (.png, .pdf)

Parameters: