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Consider airflow over a flat plate of length L = 1 m under conditions for which transition occurs at xc = 0.5 m based on the critical Reynolds number, Re xc = 5
Consider a vertical, single-pane window of equivalent width and height (W = L = 1m). The interior surface is exposed to the air and walls of a room
Consider a tube wall of inner and outer radii r; and ro, whose temperatures are maintained at Ti and To, respectively
Consider a thin-walled, metallic tube of length L = 1 m and inside diameter Di = 3 mm. Water enters the tube at m = 0.015 kg/s and Tm.i = 97°C.
Consider atmospheric air at u8 = 2 m/s and T8 = 300K in parallel flow over an isothermal flat plate of length L = 1 m and temperature Ts = 350 K.
Consider atmospheric air at 25°C and a velocity of 25 m/s flowing over both surfaces of a 1-m-long flat plate that is maintained at 125°e.
Consider an opaque, gray surface whose directional absorptivity is 0.8 for 0 60°
Consider an opaque horizontal plate that is well insulated on its back side. The irradiation on the plate is 2500 W/m2 of which 500 W/m2 is reflected
Consider an object of characteristic length 0.01 m and a situation for which the temperature difference is 30°C. Evaluating thermo physical properties
Consider a container exposed to a saturated vapor, Tsat, having a cold bottom surface, Ts
Consider a gas-fired boiler in which five coiled thin-walled, copper tubes of 25-mm diameter and 8-m length are submerged in pressurized water at 4.37 bars.
Consider a large furnace with opaque, diffuse, gray walls at 3000 K having an emissivity of 0.85. A small, diffuse, spectrally selective object in the furnace
Consider a horizontal, thin-walled circular tube of diameter D = 0.025 m submerged in a container of n-octadecane (paraffin)
Consider a horizontal flat roof section having the same dimensions as a vertical wall section. For both sections, the surfaces exposed to the air gap
Consider a power transistor encapsulated in an aluminum case that is attached at its base to a square aluminum plate of thermal conductivity
Consider a pin fin with variable conductivity k(T), constant cross sectional area Ac and constant perimeter, P. Develop the difference equations for steady
Consider a flat plate subject to parallel flow (top and bottom) characterized by U8 = 5 m/s, T8 = 20°C.
Consider a liquid metal (Pr < 1)="" with="" free="" stream="" conditions="" u8="" and="" t8,="" in="" parallel="" flow="" over="" an="" isothermal
Consider a large vertical plate with a uniform surface temperature of 130°C suspended in quiescent air at 25°C and atmospheric pressure.
Consider a horizontal, D = I-mm-diameter platinum wire suspended in saturated water at atmospheric pressure. The wire is heated by an electrical current
Consider a horizontal pin fin of 6-mm diameter and 60-mm length fabricated from plain carbon steel (k = 57 W/m · K, 8 = 0.5)
Consider a horizontal 6-mm-thick, 100-mm-Iong straight fin fabricated from plain carbon steel (k = 57 W/m · K, e = 0.5).
Consider a rectangular fin that is used to cool a motorcycle engine. The fin is 0.15 m long and at a temperature of 250°C
Consider a plane composite wall that is composed of three materials (materials A, B, and C are arranged left to right) of thermal conductivities
Consider a one-dimensional fin of uniform cross-sectional area, insulated at its tip, x = L. The temperature at the base of the fin Tb and of the adjoining