The thermal examination of a non-integer-ordered mobile fin with a magnetism in the presence of a trihybrid nanofluid(Fe_3O_4-Au-Zn-blood) is carried out. Three types of nanoparticles, each having a different shape, a...The thermal examination of a non-integer-ordered mobile fin with a magnetism in the presence of a trihybrid nanofluid(Fe_3O_4-Au-Zn-blood) is carried out. Three types of nanoparticles, each having a different shape, are considered. These shapes include spherical(Fe_3O_4), cylindrical(Au), and platelet(Zn) configurations. The combination approach is utilized to evaluate the physical and thermal characteristics of the trihybrid and hybrid nanofluids, excluding the thermal conductivity and dynamic viscosity. These two properties are inferred by means of the interpolation method based on the volume fraction of nanoparticles. The governing equation is transformed into a dimensionless form, and the Adomian decomposition Sumudu transform method(ADSTM) is adopted to solve the conundrum of a moving fin immersed in a trihybrid nanofluid. The obtained results agree well with those numerical simulation results, indicating that this research is reliable. The influence of diverse factors on the thermal overview for varying noninteger values of γ is analyzed and presented in graphical representations. Furthermore, the fluctuations in the heat transfer concerning the pertinent parameters are studied. The results show that the heat flux in the presence of the combination of spherical, cylindrical, and platelet nanoparticles is higher than that in the presence of the combination of only spherical and cylindrical nanoparticles. The temperature at the fin tip increases by 0.705 759% when the value of the Peclet number increases by 400%, while decreases by 11.825 13% when the value of the Hartman number increases by 400%.展开更多
浸没光滑点插值方法(immersed smoothed point interpolation method,IS-PIM)是一种基于浸没类方法框架,采用光滑点插值方法(smoothed point interpolation method,S-PIM)作为固体求解器的流固耦合计算方法。在IS-PIM以及其它基于浸没...浸没光滑点插值方法(immersed smoothed point interpolation method,IS-PIM)是一种基于浸没类方法框架,采用光滑点插值方法(smoothed point interpolation method,S-PIM)作为固体求解器的流固耦合计算方法。在IS-PIM以及其它基于浸没类方法框架的方法中,流固耦合力是基于虚拟流体拉格朗日网格求解的,但这种求解方式忽略了流固边界节点的速度梯度,导致无法计算边界粘性力,尤其是在模拟低雷诺数流动时,会产生较大的数值误差。本文针对上面的问题,提出一种基于真实流体欧拉网格求解流固耦合力的新思路。经过算例证明,该方法无需额外修正即可有效计算流固边界的粘性力,提高了计算精度。展开更多
基金Project supported by the DST-FIST Program for Higher Education Institutions of India(No. SR/FST/MS-I/2018/23(C))。
文摘The thermal examination of a non-integer-ordered mobile fin with a magnetism in the presence of a trihybrid nanofluid(Fe_3O_4-Au-Zn-blood) is carried out. Three types of nanoparticles, each having a different shape, are considered. These shapes include spherical(Fe_3O_4), cylindrical(Au), and platelet(Zn) configurations. The combination approach is utilized to evaluate the physical and thermal characteristics of the trihybrid and hybrid nanofluids, excluding the thermal conductivity and dynamic viscosity. These two properties are inferred by means of the interpolation method based on the volume fraction of nanoparticles. The governing equation is transformed into a dimensionless form, and the Adomian decomposition Sumudu transform method(ADSTM) is adopted to solve the conundrum of a moving fin immersed in a trihybrid nanofluid. The obtained results agree well with those numerical simulation results, indicating that this research is reliable. The influence of diverse factors on the thermal overview for varying noninteger values of γ is analyzed and presented in graphical representations. Furthermore, the fluctuations in the heat transfer concerning the pertinent parameters are studied. The results show that the heat flux in the presence of the combination of spherical, cylindrical, and platelet nanoparticles is higher than that in the presence of the combination of only spherical and cylindrical nanoparticles. The temperature at the fin tip increases by 0.705 759% when the value of the Peclet number increases by 400%, while decreases by 11.825 13% when the value of the Hartman number increases by 400%.
文摘浸没光滑点插值方法(immersed smoothed point interpolation method,IS-PIM)是一种基于浸没类方法框架,采用光滑点插值方法(smoothed point interpolation method,S-PIM)作为固体求解器的流固耦合计算方法。在IS-PIM以及其它基于浸没类方法框架的方法中,流固耦合力是基于虚拟流体拉格朗日网格求解的,但这种求解方式忽略了流固边界节点的速度梯度,导致无法计算边界粘性力,尤其是在模拟低雷诺数流动时,会产生较大的数值误差。本文针对上面的问题,提出一种基于真实流体欧拉网格求解流固耦合力的新思路。经过算例证明,该方法无需额外修正即可有效计算流固边界的粘性力,提高了计算精度。
