Abstract
Laplace transform a complex function of the part,it is a mathematical integral transformation,its core is the function of time and complex function linked to the time-domain issue to transformation through complex mathematical problems frequency domain,the domain of high-end time Differential equations transform a complex frequency domain in order to solve the algebraic equation.Laplace transform has broad application of space,Laplace transform the complex function addressed in practical applications are very important,LaPlace integral transformation in pure mathematics and applied mathematics are in a powerful tool.On certain issues,he compared the use of broad transformation because of its original function as the conditions required because of weak.Laplace transform a number of important applications,the study Laplace transform a very practical application.
Laplace transform is to simplify the calculation and the establishment of the function is variable and complex variables of a function transformation.Is a function of variables for Laplace transform and a variety of complex domain,and then computing the results obtained Laplace anti-evolution exchange for real results of the corresponding jurisdictions,often in direct than the actual domain sought The same results in the calculation of the more vulnerable.
This paper studies in Laplace transform of differential equations,integral equations and generalized integral calculation of the application,and Laplace transform as a tool introduced in Laplace transform non-mathematical applications in the field.
Key words:Laplace transform,differential equations,integral equations,generalized integral Abstract
Laplace transform a complex function of the part,it is a mathematical integral transformation,its core is the function of time and complex function linked to the time-domain issue to transformation through complex mathematical problems frequency domain,the domain of high-end time Differential equations transform a complex frequency domain in order to solve the algebraic equation.Laplace transform has broad application of space,Laplace transform the complex function addressed in practical applications are very important,LaPlace integral transformation in pure mathematics and applied mathematics are in a powerful tool.On certain issues,he compared the use of broad transformation because of its original function as the conditions required because of weak.Laplace transform a number of important applications,the study Laplace transform a very practical application.
Laplace transform is to simplify the calculation and the establishment of the function is variable and complex variables of a function transformation.Is a function of variables for Laplace transform and a variety of complex domain,and then computing the results obtained Laplace anti-evolution exchange for real results of the corresponding jurisdictions,often in direct than the actual domain sought The same results in the calculation of the more vulnerable.
This paper studies in Laplace transform of differential equations,integral equations and generalized integral calculation of the application,and Laplace transform as a tool introduced in Laplace transform non-mathematical applications in the field.
Key words:Laplace transform,differential equations,integral equations,generalized integral