| 摘要 |
Mathematical transform function to calculate work and energy using Newton's Second Law of Motion and the Work-Energy Theorem uses a mathematical transform function, with polynominal or fourier series as input, including an array table of proportionality constants that are rational numbers, specified to sixteen or more decimal places, to calculate the work and energy, or the integral area, for a force function or combination of any two polynominal functions. The integral area can be the result of the net integrand function as a function of the specified differential, or the integral area can be some combination of the vector components, which constitute the integrand, as a function of the specified differential.
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