As the surface of object are insulated so no heat transfer takes place to surroundings and heat is also generating which means it will never be able to stabilize. due to insultation heat will not leave object.
P5: 10% Is it possible to reach steady condition in a solid sphere that has heat...
P5: 10% Is it possible to reach steady condition in a solid sphere that has heat generation inside and its surface is insulated? Explain.
P5: 10% Is it possible to reach steady condition in a solid sphere that has heat generation inside and its surface is insulated? Explain.
Is it possible to reach steady condition in a solid sphere that has heat generation inside and its surface is insulated? Explain.
Is it possible to reach steady condition in a solid sphere that has heat generation inside and its surface is insulated? Explain.
Is it possible to reach steady condition in a solid sphere that has heat generation inside and its surface is insulated? Explain Please
Is it possible to reach steady-state conditions in a solid sphere that has heat generation inside whose surface is perfectly insulated? Explain why or why not.
1. Heat is generated at a uniform steady rate in a long solid cylinder. The cylinder loses heat from its exposed surface to surroundings at constant temperature. Show that the radial temperature profile in the cylinder can be represented by the equation: T, = Twer - 9 4k where qy is the rate of heat generation per unit volume and Tur is the maximum temperature in the profile. [30%] In a long solid cylinder of 40mm diameter heat is generated...
The figure below shows a solid metal sphere at the centre of a hollow metal sphere. The radius of the solid metal sphere Is 4.53cm, the inner radius of the hollow sphere is 9.2cm, and the outer radlus of the hollow sphere is 13.2cm. The electric field shown on the diagram inside the hollow sphere, at a distance of 7.83cm from the centre of the solid metal sphere, has magnitude of 14570N/C. The strength of the electric field at a...
(1) A sphere of decaying radioactive material of radius ro produces heat at a rate of q"" (W/m3). The sphere is contained in a spherical shell of graphite of outside radius r1. The outside surface of the graphite is cooled uniformly by flowing air of temperature To. The heat transfer coefficient at the outside surface is h. The constant thermal conductivities of the radioactive material and the graphite are ko and ki, respectively. Densities and heat capacities are ρο, co...
generation is governed + P.7. Steady state heat conduction in an infinite plate (slab) with heat by the following differential equation * Identity" each term in this equation and then "list the assumptions you have to make to deduce Othis ego from the general Conduction rote ez. 2.2. Give the boundary condition at the surface of the above alal if it is subjected to combination of "Convertion and radiation "heat transfer. Idantily the "law" by name that defines each term...