The probability proof of several famous inequalities and limit equations in mathematical analysis
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A class of nonlinear singularly perturbed reaction diffusion problems with ultra parabolic limiting equations
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Then , design and obtain the experiment scheme whipple shield configuration ballistic limit equation
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Design a ballistic limit equation scheme is the kernel part of the research and the main body of the thesis
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Whipple shield is the most basic protect scheme , and ballistic limit equation is an important form to evaluate the protect scheme
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Finally , through the empirical datum union with the simulation datum , obtains the ballistic limit equation with the method of multiple linear regressions , and to the fitted equation carries linear relations significance test
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