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The evaluation of these integrals in a particular coordinate system requires the knowledge of differential elements of length, surface, and volume.Rectangular coordinate system A differential volume element in the rectangular coordinate system is generated by making differential changes dx, dy, and dz along the unit vectors x, y and z, respectively, as illustrated in Figure 2.18a.The differential volume is given by the expression Figure 2.18: Differential elements in a rectangular coordinate system The volume is enclosed by six differential surfaces.
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