H{L_c}}}{k}\)It is USED in conduction mode of heat transfer.Grashoff NumberIt indicates the relative STRENGTH of the buoyant to viscous forces.\({G_r} = \frac{{gB\left( {{T_s} - {T_\infty }} \RIGHT)L_c^3}}{{{\NU ^2}}}\)It is used in free convection.It has a role in free convection similar to that played by Reynold's number in forced convection.Prandtl NumberIt is the ratio of molecular diffusivity of momentum to molecular diffusivity of heat.\({P_r} = \frac{{molecular\;diffusivity\;of\;momentum}}{{molecular\;diffusivity\;of\;heat}} = \frac{{\mu {c_p}}}{k}\)It is used in convection mode of heat transfer.Reynold’s NumberIt is the ratio of inertia force to viscous force.\({R_e} = \frac{{inertia\;force}}{{viscous\;force}} = \frac{{\rho vL}}{\mu }\)It is used in fluid flow.

"> H{L_c}}}{k}\)It is USED in conduction mode of heat transfer.Grashoff NumberIt indicates the relative STRENGTH of the buoyant to viscous forces.\({G_r} = \frac{{gB\left( {{T_s} - {T_\infty }} \RIGHT)L_c^3}}{{{\NU ^2}}}\)It is used in free convection.It has a role in free convection similar to that played by Reynold's number in forced convection.Prandtl NumberIt is the ratio of molecular diffusivity of momentum to molecular diffusivity of heat.\({P_r} = \frac{{molecular\;diffusivity\;of\;momentum}}{{molecular\;diffusivity\;of\;heat}} = \frac{{\mu {c_p}}}{k}\)It is used in convection mode of heat transfer.Reynold’s NumberIt is the ratio of inertia force to viscous force.\({R_e} = \frac{{inertia\;force}}{{viscous\;force}} = \frac{{\rho vL}}{\mu }\)It is used in fluid flow.

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Match Group A with Group B :Group AGroup BP : Biot number1 : Ratio of buoyancy to viscous forceQ : Grashof number2 : Ratio of inertia force to viscous forceR : Prandtl number3 : Ratio of momentum to thermal diffusivitiesS : Reynolds number4 : Ratio of internal thermal resistance to boundary layerthermal resistance

Heat Transfer Types Convection in Heat Transfer 1 year ago

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Explanation:Biot Number (Bi): It is the ratio of conductive resistance within the body to convective resistance at the surface.\({B_i} = \frac{{conductive\;resistance\;within\;body}}{{convective\;resistance\;at\;surface}} = \frac{{H{L_c}}}{k}\)It is USED in conduction mode of heat transfer.Grashoff NumberIt indicates the relative STRENGTH of the buoyant to viscous forces.\({G_r} = \frac{{gB\left( {{T_s} - {T_\infty }} \RIGHT)L_c^3}}{{{\NU ^2}}}\)It is used in free convection.It has a role in free convection similar to that played by Reynold's number in forced convection.Prandtl NumberIt is the ratio of molecular diffusivity of momentum to molecular diffusivity of heat.\({P_r} = \frac{{molecular\;diffusivity\;of\;momentum}}{{molecular\;diffusivity\;of\;heat}} = \frac{{\mu {c_p}}}{k}\)It is used in convection mode of heat transfer.Reynold’s NumberIt is the ratio of inertia force to viscous force.\({R_e} = \frac{{inertia\;force}}{{viscous\;force}} = \frac{{\rho vL}}{\mu }\)It is used in fluid flow.

Posted on 22 Oct 2024, this text provides information on Heat Transfer related to Types Convection in Heat Transfer. Please note that while accuracy is prioritized, the data presented might not be entirely correct or up-to-date. This information is offered for general knowledge and informational purposes only, and should not be considered as a substitute for professional advice.

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