Title of article :
Fractal Variational Theory for Chaplygin-He Gas in a Microgravity Condition
Author/Authors :
Wang ، KangLe School of Mathematic and Information Science - Henan Polytechnic University , Yao ، ShaoWen School of Mathematic and Information Science - Henan Polytechnic University
Abstract :
On the microgravity condition, gravity affects the motion of objects and the flow of fluids, and the continuum assumption is not valid, therefore, a fractal Chaplygin-He gas model is developed by a new fractal derivative in microgravity space. A fractal variational principle is successfully established via the fractal semiinverse method.
Keywords :
Fractal derivative , Chaplygin , He gas model , Microgravity space , Fractal variational theory , Fractal semi , inverse method
Journal title :
Journal of Applied and Computational Mechanics
Journal title :
Journal of Applied and Computational Mechanics
