AMALIY MATEMATIKADA MATEMATIK MODELLARNI O'RGANISH
Creators
- 1. Termiz davlat universiteti Fizika-matematika fakulteti Matematika taʼlim yoʻnalishi 3-bosqich talabasi.
Description
Amaliy masalalarni yechishda matematik metodlarni qo‘llash matematika sohasidagi kurslarning asosiy masalasi bo‘lib qolmasdan, balki maxsus amaliy harakterga ega bo‘lgan kurslarning oldida turgan muhim masalalardan hisoblanadi. Sodda amaliy misollarda real hodisalarni tadqiq etishda matematik tushunchalarning qo‘llanilishini namoyish etish mumkin, masalan, hosila tushunchasini material nuqtaning harakati tezligini, sterjenning chiziqli zichligi vositasida, integralni – ish kuchi, differensial masalalarni tuzishda – radiaktiv parchalanish tenglamalarini chiqarish va hokazolar. Albatta, bu bilan amaliy masalalarni yechishda matematika sohasidagi mutaxassislarni jalb qilish maqsadga muvofiq emas degan tushunchani qo‘llash noo‘rin. Matematika sohasidagi mutaxassislardan amaliy masalalarni yechishda foydalanish zarur va foydali.
Files
Bobonazarova M 106-107.pdf
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Additional details
References
- 1. C. E. Froberg, Introduction to Numerical Analysis (Addision-wesley, Ma, 1965).
- 2. C. P. Murphy, Numerical methods for solving ordinary and partial differential equations, Ph. D. Thesis (loughborough University, Loughborough, 194).
- 3. D. J. Evans and C. P. Murphy, An automatic procedure for the solution of fourth order differential equations by Chebyshev polynomials, comput. Matn. Appl. 6(197), in press.
- 4. Orszag S. A. numerical simulation of incompressible flows within simple boundaries I. calerkin (spectral) perresentations //stud. Appl. Math. -1971.-№4(50).-p.293-327