Python vtk.vtkRectilinearGrid方法代码示例

# 需要导入模块: import vtk [as 别名]
# 或者: from vtk import vtkRectilinearGrid [as 别名]
def test_multi_block_init_vtk():
    multi = vtk.vtkMultiBlockDataSet()
    multi.SetBlock(0, vtk.vtkRectilinearGrid())
    multi.SetBlock(1, vtk.vtkStructuredGrid())
    multi = MultiBlock(multi)
    assert isinstance(multi, MultiBlock)
    assert multi.n_blocks == 2
    assert isinstance(multi.GetBlock(0), RectilinearGrid)
    assert isinstance(multi.GetBlock(1), StructuredGrid)
    multi = vtk.vtkMultiBlockDataSet()
    multi.SetBlock(0, vtk.vtkRectilinearGrid())
    multi.SetBlock(1, vtk.vtkStructuredGrid())
    multi = MultiBlock(multi, deep=True)
    assert isinstance(multi, MultiBlock)
    assert multi.n_blocks == 2
    assert isinstance(multi.GetBlock(0), RectilinearGrid)
    assert isinstance(multi.GetBlock(1), StructuredGrid)
    # Test nested structure
    multi = vtk.vtkMultiBlockDataSet()
    multi.SetBlock(0, vtk.vtkRectilinearGrid())
    multi.SetBlock(1, vtk.vtkImageData())
    nested = vtk.vtkMultiBlockDataSet()
    nested.SetBlock(0, vtk.vtkUnstructuredGrid())
    nested.SetBlock(1, vtk.vtkStructuredGrid())
    multi.SetBlock(2, nested)
    # Wrap the nested structure
    multi = MultiBlock(multi)
    assert isinstance(multi, MultiBlock)
    assert multi.n_blocks == 3
    assert isinstance(multi.GetBlock(0), RectilinearGrid)
    assert isinstance(multi.GetBlock(1), UniformGrid)
    assert isinstance(multi.GetBlock(2), MultiBlock) 

# 需要导入模块: import vtk [as 别名]
# 或者: from vtk import vtkRectilinearGrid [as 别名]
def __init__(self, *args, **kwargs):
        """Initialize the rectilinear grid."""
        super().__init__()

        if len(args) == 1:
            if isinstance(args[0], vtk.vtkRectilinearGrid):
                self.deep_copy(args[0])
            elif isinstance(args[0], str):
                self._load_file(args[0])
            elif isinstance(args[0], np.ndarray):
                self._from_arrays(args[0], None, None)
            else:
                raise TypeError("Type ({}) not understood by `RectilinearGrid`.".format(type(args[0])))

        elif len(args) == 3 or len(args) == 2:
            arg0_is_arr = isinstance(args[0], np.ndarray)
            arg1_is_arr = isinstance(args[1], np.ndarray)
            if len(args) == 3:
                arg2_is_arr = isinstance(args[2], np.ndarray)
            else:
                arg2_is_arr = False

            if all([arg0_is_arr, arg1_is_arr, arg2_is_arr]):
                self._from_arrays(args[0], args[1], args[2])
            elif all([arg0_is_arr, arg1_is_arr]):
                self._from_arrays(args[0], args[1], None)
            else:
                raise TypeError("Arguments not understood by `RectilinearGrid`.") 

# 需要导入模块: import vtk [as 别名]
# 或者: from vtk import vtkRectilinearGrid [as 别名]
def _save_rectilinear_grid(filename, vtkRectGrid, directory=''):
        """Saves a VTK rectilinear file (vtr) ffor an already generated
        :class:`pyvista.RectilinearGrid` object.

        Parameters
        ----------

        filename : str
            path to the output vtk file or just its name if directory is specified

        directory : str
            directory where the UBC GIF file lives

        """
        if not isinstance(vtkRectGrid, _vtk.vtkRectilinearGrid):
            raise RuntimeError('`_save_rectilinear_grid` can only handle `vtkRectilinearGrid` objects. `{}` is not supported.'.format(vtkRectGrid.__class__))
        # Check the extension of the filename
        fname = os.path.join(directory, filename)
        ext = os.path.splitext(fname)[1]
        if ext is '':
            fname = fname + '.vtr'
        elif ext not in '.vtr':
            raise IOError('{:s} is an incorrect extension, has to be .vtr'.format(ext))
        # Write the file.
        vtrWriteFilter = _vtkRectWriter()
        if float(_vtk_version.split('.')[0]) >= 6:
            vtrWriteFilter.SetInputDataObject(vtkRectGrid)
        else:
            vtuWriteFilter.SetInput(vtuObj)
        vtrWriteFilter.SetFileName(fname)
        vtrWriteFilter.Update() 

# 需要导入模块: import vtk [as 别名]
# 或者: from vtk import vtkRectilinearGrid [as 别名]
def writeVTK(mesh, filename, models=None, directory=''):
        """Makes and saves a VTK object from this mesh and given models

        Parameters
        ----------

        filename : str
            path to the output vtk file or just its name if directory is specified

        models : dict
            dictionary of numpy.array - Name('s) and array('s). Match number of cells

        directory : str
            directory where the UBC GIF file lives


        """
        vtkObj = InterfaceVTK.to_vtk(mesh, models=models)
        writers = {
            'vtkUnstructuredGrid' : InterfaceVTK._save_unstructured_grid,
            'vtkRectilinearGrid' : InterfaceVTK._save_rectilinear_grid,
            'vtkStructuredGrid' : InterfaceVTK._save_structured_grid,
            }
        key = vtkObj.GetClassName()
        try:
            write = writers[key]
        except:
            raise RuntimeError('VTK data type `%s` is not currently supported.' % key)
        return write(filename, vtkObj, directory=directory) 

# 需要导入模块: import vtk [as 别名]
# 或者: from vtk import vtkRectilinearGrid [as 别名]
def vtk_to_tensor_mesh(TensorMesh, vtrGrid):
        """Converts a ``vtkRectilinearGrid`` or :class:`pyvista.RectilinearGrid`
        to a :class:`discretize.TensorMesh` object.

        """
        # Sort information
        hx = np.abs(np.diff(_nps.vtk_to_numpy(vtrGrid.GetXCoordinates())))
        xR = _nps.vtk_to_numpy(vtrGrid.GetXCoordinates())[0]
        hy = np.abs(np.diff(_nps.vtk_to_numpy(vtrGrid.GetYCoordinates())))
        yR = _nps.vtk_to_numpy(vtrGrid.GetYCoordinates())[0]
        zD = np.diff(_nps.vtk_to_numpy(vtrGrid.GetZCoordinates()))
        # Check the direction of hz
        if np.all(zD < 0):
            hz = np.abs(zD[::-1])
            zR = _nps.vtk_to_numpy(vtrGrid.GetZCoordinates())[-1]
        else:
            hz = np.abs(zD)
            zR = _nps.vtk_to_numpy(vtrGrid.GetZCoordinates())[0]
        x0 = np.array([xR, yR, zR])

        # Make the object
        tensMsh = TensorMesh([hx, hy, hz], x0=x0)

        # Grap the models
        models = {}
        for i in np.arange(vtrGrid.GetCellData().GetNumberOfArrays()):
            modelName = vtrGrid.GetCellData().GetArrayName(i)
            if np.all(zD < 0):
                modFlip = _nps.vtk_to_numpy(vtrGrid.GetCellData().GetArray(i))
                tM = tensMsh.r(modFlip, 'CC', 'CC', 'M')
                modArr = tensMsh.r(tM[:, :, ::-1], 'CC', 'CC', 'V')
            else:
                modArr = _nps.vtk_to_numpy(vtrGrid.GetCellData().GetArray(i))
            models[modelName] = modArr

        # Return the data
        return tensMsh, models 

# 需要导入模块: import vtk [as 别名]
# 或者: from vtk import vtkRectilinearGrid [as 别名]
def __init__(self, nOutputPorts=1, outputType='vtkRectilinearGrid', **kwargs):
        ubcMeshReaderBase.__init__(self,
                                   nOutputPorts=nOutputPorts, outputType=outputType, **kwargs)

        self.__mesh = vtk.vtkRectilinearGrid()
        self.__models = [] 

# 需要导入模块: import vtk [as 别名]
# 或者: from vtk import vtkRectilinearGrid [as 别名]
def __ubc_tensor_mesh(self, filename_mesh, filename_models, output):
        """Wrapper to Read UBC GIF 2D and 3D meshes. UBC Mesh 2D/3D models are
        defined using a 2-file format. The "mesh" file describes how the data is
        descritized. The "model" file lists the physical property values for all
        cells in a mesh. A model file is meaningless without an associated mesh
        file. If the mesh file is 2D, then then model file must also be in the
        2D format (same for 3D).

        Args:
            filename_mesh (str) : The mesh filename as an absolute path for the
                input mesh file in UBC 2D/3D Mesh Format
            filename_models (str or list(str)) : The model filename(s) as an
                absolute path for the input model file in UBC 2D/3D Model Format.
            output (vtkRectilinearGrid) : The output data object

        Return:
            vtkRectilinearGrid :
                a ``vtkRectilinearGrid`` generated from the UBC 2D/3D Mesh grid.
                Mesh is defined by the input mesh file.
                Cell data is defined by the input model file.

        """
        # Check if the mesh is a UBC 2D mesh
        if self.is_2d():
            self.__ubc_mesh_data_2d(filename_mesh, filename_models, output)
        # Check if the mesh is a UBC 3D mesh
        elif self.is_3d():
            self.__ubc_mesh_data_3d(filename_mesh, filename_models, output)
        else:
            raise _helpers.PVGeoError('File format not recognized')
        return output 

# 需要导入模块: import vtk [as 别名]
# 或者: from vtk import vtkRectilinearGrid [as 别名]
def clear_mesh(self):
        """Use to clean/rebuild the mesh
        """
        self.__mesh = vtk.vtkRectilinearGrid()
        ubcMeshReaderBase.clear_models(self) 

# 需要导入模块: import vtk [as 别名]
# 或者: from vtk import vtkRectilinearGrid [as 别名]
def __init__(self, inputType='vtkRectilinearGrid', outputType='vtkRectilinearGrid', **kwargs):
        base.AlgorithmBase.__init__(self,
                                    nInputPorts=1, inputType=inputType,
                                    nOutputPorts=1, outputType=outputType)
        self._model_filenames = kwargs.get('model_files', [])
        self.__data_name = kwargs.get('dataname', 'Appended Data')
        self.__use_filename = True
        self._models = []
        self.__need_to_read = True
        self._is_3D = None
        # For the VTK/ParaView pipeline
        self.__dt = kwargs.get('dt', 1.0)
        self.__timesteps = None
        self.__last_successfull_index = 0 #This is the index to use if the current timestep is unavailable 

# 需要导入模块: import vtk [as 别名]
# 或者: from vtk import vtkRectilinearGrid [as 别名]
def RequestInformation(self, request, inInfo, outInfo):
        """Used by pipeline to handle time variance and update output extents
        """
        self._update_time_steps()
        pdi = self.GetInputData(inInfo, 0, 0)
        # Determine if 2D or 3D and read
        if isinstance(pdi, vtk.vtkRectilinearGrid) and pdi.GetExtent()[3] == 1:
            self._is_3D = False
        else:
            self._is_3D = True
        return 1

    #### Setters and Getters #### 

# 需要导入模块: import vtk [as 别名]
# 或者: from vtk import vtkRectilinearGrid [as 别名]
def draw_grid():
    xArray = vtk.vtkDoubleArray()
    yArray = vtk.vtkDoubleArray()
    zArray = vtk.vtkDoubleArray()

    for x in range(-60, 61):
        xArray.InsertNextValue(x)
    # for y in range(-10, 10):
    #     yArray.InsertNextValue(y)
    for y in range(0, 1):
        yArray.InsertNextValue(y)
    for z in range(-80, 80):
        zArray.InsertNextValue(z)

    grid = vtk.vtkRectilinearGrid()
    grid.SetDimensions(121, 1, 161)
    grid.SetXCoordinates(xArray)
    grid.SetYCoordinates(yArray)
    grid.SetZCoordinates(zArray)

    # print(grid.GetPoint(0))

    gridMapper = vtk.vtkDataSetMapper()
    gridMapper.SetInputData(grid)

    gridActor = vtk.vtkActor()
    gridActor.SetMapper(gridMapper)
    gridActor.GetProperty().SetColor(0.75, 0.75, 0)
    gridActor.GetProperty().SetOpacity(0.1)
    # import pdb; pdb.set_trace()
    return gridActor 

# 需要导入模块: import vtk [as 别名]
# 或者: from vtk import vtkRectilinearGrid [as 别名]
def warp_by_scalar(dataset, scalars=None, factor=1.0, normal=None,
                       inplace=False, **kwargs):
        """Warp the dataset's points by a point data scalars array's values.

        This modifies point coordinates by moving points along point normals by
        the scalar amount times the scale factor.

        Parameters
        ----------
        scalars : str, optional
            Name of scalars to warp by. Defaults to currently active scalars.

        factor : float, optional
            A scaling factor to increase the scaling effect. Alias
            ``scale_factor`` also accepted - if present, overrides ``factor``.

        normal : np.array, list, tuple of length 3
            User specified normal. If given, data normals will be ignored and
            the given normal will be used to project the warp.

        inplace : bool
            If True, the points of the give dataset will be updated.

        """
        factor = kwargs.pop('scale_factor', factor)
        assert_empty_kwargs(**kwargs)
        if scalars is None:
            field, scalars = dataset.active_scalars_info
        arr, field = get_array(dataset, scalars, preference='point', info=True)
        if field != FieldAssociation.POINT:
            raise TypeError('Dataset can only by warped by a point data array.')
        # Run the algorithm
        alg = vtk.vtkWarpScalar()
        alg.SetInputDataObject(dataset)
        alg.SetInputArrayToProcess(0, 0, 0, field.value, scalars) # args: (idx, port, connection, field, name)
        alg.SetScaleFactor(factor)
        if normal is not None:
            alg.SetNormal(normal)
            alg.SetUseNormal(True)
        alg.Update()
        output = _get_output(alg)
        if inplace:
            if isinstance(dataset, (vtk.vtkImageData, vtk.vtkRectilinearGrid)):
                raise TypeError("This filter cannot be applied inplace for this mesh type.")
            dataset.overwrite(output)
            return
        return output 

# 需要导入模块: import vtk [as 别名]
# 或者: from vtk import vtkRectilinearGrid [as 别名]
def __tensor_mesh_to_vtk(mesh, models=None):
        """
        Constructs a :class:`pyvista.RectilinearGrid`
        (or a :class:`pyvista.StructuredGrid`) object of this tensor mesh and the
        given models as ``cell_arrays`` of that grid.
        If the mesh is defined on a normal cartesian system then a rectilinear
        grid is generated. Otherwise, a structured grid is generated.

        Parameters
        ----------

        mesh : discretize.TensorMesh
            The tensor mesh to convert to a :class:`pyvista.RectilinearGrid`

        models : dict(numpy.ndarray)
            Name('s) and array('s). Match number of cells

        """
        # Deal with dimensionalities
        if mesh.dim >= 1:
            vX = mesh.vectorNx
            xD = mesh.nNx
            yD, zD = 1, 1
            vY, vZ = np.array([0, 0])
        if mesh.dim >= 2:
            vY = mesh.vectorNy
            yD = mesh.nNy
        if mesh.dim == 3:
            vZ = mesh.vectorNz
            zD = mesh.nNz
        # If axis orientations are standard then use a vtkRectilinearGrid
        if not mesh.reference_is_rotated:
            # Use rectilinear VTK grid.
            # Assign the spatial information.
            output = _vtk.vtkRectilinearGrid()
            output.SetDimensions(xD, yD, zD)
            output.SetXCoordinates(_nps.numpy_to_vtk(vX, deep=1))
            output.SetYCoordinates(_nps.numpy_to_vtk(vY, deep=1))
            output.SetZCoordinates(_nps.numpy_to_vtk(vZ, deep=1))
            return assign_cell_data(output, models=models)
        # Use a structured grid where points are rotated to the cartesian system
        ptsMat = InterfaceVTK.__get_rotated_nodes(mesh)
        dims = [mesh.nCx, mesh.nCy, mesh.nCz]
        # Assign the model('s) to the object
        return InterfaceVTK.__create_structured_grid(ptsMat, dims, models=models) 

# 需要导入模块: import vtk [as 别名]
# 或者: from vtk import vtkRectilinearGrid [as 别名]
def place_model_on_mesh(mesh, model, data_name='Data'):
        """Places model data onto a mesh. This is for the UBC Grid data reaers
        to associate model data with the mesh grid.

        Args:
            mesh (vtkRectilinearGrid): The ``vtkRectilinearGrid`` that is the
                mesh to place the model data upon.
            model (np.array): A NumPy float array that holds all of the data to
                place inside of the mesh's cells.
            data_name (str) : The name of the model data array once placed on the
                ``vtkRectilinearGrid``.

        Return:
            vtkRectilinearGrid :
                Returns the input ``vtkRectilinearGrid`` with model data appended.
        """
        if isinstance(model, dict):
            for key in model.keys():
                TensorMeshReader.place_model_on_mesh(mesh, model[key], data_name=key)
            return mesh

        # model.GetNumberOfValues() if model is vtkDataArray
        # Make sure this model file fits the dimensions of the mesh
        ext = mesh.GetExtent()
        n1,n2,n3 = ext[1],ext[3],ext[5]
        if (n1*n2*n3 < len(model)):
            raise _helpers.PVGeoError('Model `%s` has more data than the given mesh has cells to hold.' % data_name)
        elif (n1*n2*n3 > len(model)):
            raise _helpers.PVGeoError('Model `%s` does not have enough data to fill the given mesh\'s cells.' % data_name)

        # Swap axes because VTK structures the coordinates a bit differently
        #-  This is absolutely crucial!
        #-  Do not play with unless you know what you are doing!
        if model.ndim > 1 and model.ndim < 3:
            ncomp = model.shape[1]
            model = np.reshape(model, (n1, n2, n3, ncomp))
            model = np.swapaxes(model,0,1)
            model = np.swapaxes(model,0,2)
            # Now reverse Z axis
            model = model[::-1,:,:,:] # Note it is in Fortran ordering
            model = np.reshape(model, (n1*n2*n3, ncomp))
        else:
            model = np.reshape(model, (n1,n2,n3))
            model = np.swapaxes(model,0,1)
            model = np.swapaxes(model,0,2)
            # Now reverse Z axis
            model = model[::-1,:,:] # Note it is in Fortran ordering
            model = model.flatten()

        # Convert data to VTK data structure and append to output
        c = interface.convert_array(model, name=data_name, deep=True)
        # THIS IS CELL DATA! Add the model data to CELL data:
        mesh.GetCellData().AddArray(c)
        return mesh

    #------------------------------------------------------------------#
    #----------------------     UBC MESH 2D    ------------------------#
    #------------------------------------------------------------------# 

# 需要导入模块: import vtk [as 别名]
# 或者: from vtk import vtkRectilinearGrid [as 别名]
def ubc_mesh_2d(FileName, output):
        """This method reads a UBC 2D Mesh file and builds an empty
        ``vtkRectilinearGrid`` for data to be inserted into. `Format Specs`_.

        .. _Format Specs: http://giftoolscookbook.readthedocs.io/en/latest/content/fileFormats/mesh2Dfile.html

        Args:
            FileName (str) : The mesh filename as an absolute path for the input
                mesh file in UBC 3D Mesh Format.
            output (vtkRectilinearGrid) : The output data object

        Return:
            vtkRectilinearGrid :
                a ``vtkRectilinearGrid`` generated from the UBC 3D Mesh grid.
                Mesh is defined by the input mesh file.
                No data attributes here, simply an empty mesh. Use the
                ``place_model_on_mesh()`` method to associate with model data.
        """
        # Read in data from file
        xpts, xdisc, zpts, zdisc = ubcMeshReaderBase._ubc_mesh_2d_part(FileName)

        nx = np.sum(np.array(xdisc,dtype=int))+1
        nz = np.sum(np.array(zdisc,dtype=int))+1

        # Now generate the vtkRectilinear Grid
        def _genCoords(pts, disc, z=False):
            c = [float(pts[0])]
            for i in range(len(pts)-1):
                start = float(pts[i])
                stop = float(pts[i+1])
                num = int(disc[i])
                w = (stop-start)/num

                for j in range(1,num):
                    c.append(start + (j)*w)
                c.append(stop)
            c = np.array(c,dtype=float)
            if z:
                c = -c[::-1]
            return interface.convert_array(c,deep=True)

        xcoords = _genCoords(xpts, xdisc)
        zcoords = _genCoords(zpts, zdisc, z=True)
        ycoords = interface.convert_array(np.zeros(1),deep=True)

        output.SetDimensions(nx,2,nz) # note this subtracts 1
        output.SetXCoordinates(xcoords)
        output.SetYCoordinates(ycoords)
        output.SetZCoordinates(zcoords)

        return output