Problem regarding the infinite homogeneous body

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Reference no: EM13947674

At a given instant of time, the temperature distribution within an infinite homogeneous body is given by the function

T(x, y, z) = x2 - 2y2 + z2 - xy + 2yz

Assuming constant properties and no internal heat generation, determine the regions where the temperature changes with time.

Reference no: EM13947674

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