|
|
Sahand Communications in Mathematical Analysis، جلد ۱۸، شماره ۴، صفحات ۱۹-۳۰
|
|
|
| عنوان فارسی |
|
|
| چکیده فارسی مقاله |
|
|
| کلیدواژه‌های فارسی مقاله |
|
|
| عنوان انگلیسی |
Boundary Value Problems in Thermo Viscoplasticity |
|
| چکیده انگلیسی مقاله |
In this work, we study two uncoupled quasistatic problems for thermo viscoplastic materials. In the model of the equation of generalised thermo viscoplasticity, both the elastic and the plastic rate of deformation depend on a parameter $theta $ which may be interpreted as the absolute temperature. The boundary conditions considered here as displacement-traction conditions as well as unilateral contact conditions. We establish a variational formulation for the model and we prove the existence of a unique weak solution to the problem, reducing the isotherm problem to an ordinary differential equation in a Hilbert space. |
|
| کلیدواژه‌های انگلیسی مقاله |
Viscoplastic,
Temperature,
Variational inequality,
Cauchy-Lipschitz method |
|
| نویسندگان مقاله |
Ilyas Boukaroura |
Department of Mathematics, Faculty of Science, Applied Mathematics Laboratory, Ferhat Abbas- Setif 1 University, Setif, Algeria
Seddik Djabi |
Department of Mathematics, Faculty of Science, Applied Mathematics Laboratory, Ferhat Abbas- Setif 1 University, Setif, Algeria
Samia Khelladi |
Department of Mathematics, Faculty of Science, Fundamental and Numerical Mathematics Laboratory, Ferhat Abbas- Setif 1 University, Setif, Algeria
|
|
| نشانی اینترنتی |
https://scma.maragheh.ac.ir/article_246178_f12cdb82487b0b2d05c87715398f0e46.pdf |
| فایل مقاله |
فایلی برای مقاله ذخیره نشده است |
| کد مقاله (doi) |
|
| زبان مقاله منتشر شده |
en |
| موضوعات مقاله منتشر شده |
|
| نوع مقاله منتشر شده |
|
|
|
|
برگشت به:
صفحه اول پایگاه |
نسخه مرتبط |
نشریه مرتبط |
فهرست نشریات
|