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Specifically, a Bessel function is a solution of the differential equation which is called Bessel's equation.
In this case, the differential equation that predicted exact constancy of period was itself an approximation.
The differential equation (18) has the solution where β = f/m.
The differential equation (1).
Thus, the differential equation is.
Consider the differential equation (2.1).
Given the differential equation (2.15).
Take the differential equation, \ df/dx = ax(1 - x)\).
If (1.7) reduces to the differential equation.
The differential equation obtained was solved analytically.
Example 7 Consider the differential equation (4.5).
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