In this paper, we apply the tanh-coth method and traveling wave transformation method for solving Gardner equations, including (1 + 1)-Gardner and (2 + 1)- Gardner equations. The tanh-coth method proved to be reliable...In this paper, we apply the tanh-coth method and traveling wave transformation method for solving Gardner equations, including (1 + 1)-Gardner and (2 + 1)- Gardner equations. The tanh-coth method proved to be reliable and effective in handling a large number of nonlinear dispersive and disperse equations. Through tanh-coth method, we get analytical expressions of soliton solutions of Gardner equations. The one-soliton solution is characterized by an infinite wing or infinite tail.展开更多
Vascular embolic diseases are associated with blockage of blood supply to vital organs and thus are lethal.Aspiration thrombectomy is becoming the primary choice for revascularization in the treatment of vascular occ...Vascular embolic diseases are associated with blockage of blood supply to vital organs and thus are lethal.Aspiration thrombectomy is becoming the primary choice for revascularization in the treatment of vascular occlusions condition.As the power source in the aspiration thrombectomy procedure,the aspiration pump directly influences the outcome of the operation.This research surveyed the current technical developments of the aspiration pump in China through reviewing information obtained from the patent database and technical literatures,commented on the issues in the current patent designs,and gave suggestions for future design improvement.This study can be used as a reference for researchers and developers of medical devices besides the neurosurgeons.展开更多
文摘In this paper, we apply the tanh-coth method and traveling wave transformation method for solving Gardner equations, including (1 + 1)-Gardner and (2 + 1)- Gardner equations. The tanh-coth method proved to be reliable and effective in handling a large number of nonlinear dispersive and disperse equations. Through tanh-coth method, we get analytical expressions of soliton solutions of Gardner equations. The one-soliton solution is characterized by an infinite wing or infinite tail.
基金supported by the Natural Science Foundation of Shaanxi Province,China(2021JM-468)the China High Education Innovation Fund for Industry,Research and Development,Ministry of Education,China(Alibaba Cloud University Digital Innovation Program 2021ALA01002)+1 种基金the Open Research Grant from the Beijing Key Laboratory of Fundamental Research on Biomechanics in Clinical Application,China(2022KF02)the Key R&D grant from the Xianyang Municipal Science and Technology Bureau,China(L2022ZDYFSF051).
文摘Vascular embolic diseases are associated with blockage of blood supply to vital organs and thus are lethal.Aspiration thrombectomy is becoming the primary choice for revascularization in the treatment of vascular occlusions condition.As the power source in the aspiration thrombectomy procedure,the aspiration pump directly influences the outcome of the operation.This research surveyed the current technical developments of the aspiration pump in China through reviewing information obtained from the patent database and technical literatures,commented on the issues in the current patent designs,and gave suggestions for future design improvement.This study can be used as a reference for researchers and developers of medical devices besides the neurosurgeons.
