Benner
عادل محمد حسن الرماحي ( أستاذ )
كلية علوم الحاسوب والرياضيات - الرياضيات ( معاون عميد )
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Laplace Technique to Find General Solution of Differential Equations without Initial Conditions
بحث النوع:
هندسة التخصص العام:
Adil AL-Rammahi اسم الناشر:
اسماء المساعدين:
International Journal of Mathematical, Computational, Physical and Quantum Engineering Vol:8 No:11, الجهة الناشرة:
International Journal of Mathematical, Computational, Physical and Quantum Engineering Vol:8 No:11, pp. 1343-1346, World Academy of Science, Engineering and Technology, pp.1359-1362, 2014  
2014 سنة النشر:

الخلاصة

Laplace transformations have wide applications in engineering and sciences. All previous studies of modified Laplace transformations depend on differential equation with initial conditions. The purpose of our paper is to solve the linear differential equations (not initial value problem) and then find the general solution (not particular) via the Laplace transformations without needed any initial condition. The study involves both types of differential equations, ordinary and partial.