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If the value is 1 then the face is completely transparent, if the value is zero then the face is opaque and the values between 0 to 1 are considered as semitransparent. If the Face color property is in the range of then there will be equally transparency values across all the surfaces. Similarly, if the value of the property is interp, then there will be an interpolated transparency level for each face according to the values set by the AlphaData property.If the value of the property is flat, then there is a different transparency value for each face as given in the values mentioned in the AlphaData property. They can be in the interval, flat, interp, texturemap,1 being the default value. We can also change the transparency level of each face in the plot. They can be a dotted line, solid line, dashed-dotted line, or dashed line. We can also change the shape of the line in the resultant plot of the mesh grid.If the value of the property is interp then interpolated coloring is used in the face of the resultant grid. It can be flat, interp, texturemap and RGB triplet value which has the same properties as that of edge color but the default value here is flat. We can also change the face color of the grid by specifying the various values to it.
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![3d plot matlab 3d plot matlab](https://www.mathworks.com/help/examples/graphics/win64/ModifySurfacePlotAppearanceExample_02.png)
The resultant grid or the output grid can be two dimensional or three-dimension array in their respective x, y and z coordinates. The coordinates which are used to draw the grid are vector and the data types that can be accepted are single, double, int8, int32, int16, uint8, uint16, uint32, uint64, int64. To plot the two-dimensional grid with the given interval between -1 to 1. Please find the below examples which will give you a clear idea in understanding the working principle of MeshGrid: Example #1