Exponential integral Totally Explained

Everything about Exponential Integral totally explained

Exponential integral is a mathematical function of a single argument which has no established notation.

Definitions

For real values of x, the exponential integral Ei(x) can be defined as ť

mbox_1(x)~

are plotted in FIgure with black and red curves. The real part has logarithmic peculiarity at zero (As the Exponential integral of the real argument).

Integrals with exponential integral

Applications

Time-dependent heat transfer
Nonequilibrium groundwater flow in the Theis solution (called a well function)
Radiative transfer in stellar atmospheres
Radial Diffusivity Equation for transient or unsteady state flow with line sources and sinks

Further Information

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