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for the construction of an atmospheric re-entry vehicle, it is very important to design a cross-range capability and maneuver capability. this paper presents a study about systems and trajectory for the re-entry vehicle.

a constant-velocity wind tunnel (cvt) is successfully applied to heat-transfer simulations, in order to achieve large reynolds numbers (re) and low experimental fluid-dynamic forces. particularly, a square porous-plate model with a narrow gap is adopted for the test section and steady-state reynolds number is set to more than 2000 for the investigated range of flow-rates. during steady-state, the pressure fluctuations at each end of the model are measured and the power spectra of pressure fluctuations in the flow direction show that high- and low-frequency fluctuations arise due to internal flow structures. the impact of air supply rate on fluctuation intensities, range width and variance is studied. it is found that the variance increases and range width decreases with flow rate from 25 to 127.4 l/min. furthermore, the uniformity in the temperature distribution and heat-transfer coefficient is also investigated as a function of air supply rate. in this simulation, the heat-transfer coefficient decreases slightly from 18 to 15 w/k as flow rate increases from 25 to 127.

a general theory for calculating cell-to-cell thermal resistance in periodic mesoscale cellular material is outlined. the theory allows for arbitrary thermal resistance and length scale of mesostructures while providing analytically correct upper and lower bounds on the thermal resistance. the theory is applied to calculate the thermal resistances to the convective, conductive, and radiative fluxes in a low- to high-velocity air flow across a thin plate made from macroscale but mesoscale cells (i.e., microtubes). the theory is applied first to estimate the cell-to-cell thermal resistance for a thin plate made from macroscale but mesostructured cells. this is done by calculating the thermal resistance for macroscale but mesostructured cells that are periodic in a triangular array with a given thickness, elastic stiffness, and density. this is done by modifying the classical theory for a periodic array of heat sources and heat sinks. the thermal resistance is made of the contributions from the two parallel surfaces, the array width, and the thermal resistance of the cell wall material. the contribution of the cell width to the thermal resistance is calculated using the well-known theory of thermal resistance of an ordinary thin plate. the calculated thermal resistance is compared to the thermal resistance of a periodic array of heat sources and heat sinks. the results of the mesostructure array calculated using the theory are compared to that of the equivalent macroscale array calculated using the physics of a randomly disordered array of heat sources and heat sinks. the difference between these is shown to be significant especially for lower cell thickness.

for the construction of an atmospheric re-entry vehicle, it is very important to design a cross-range capability and maneuver capability. this paper presents a study about systems and trajectory for the re-entry vehicle.

a constant-velocity wind tunnel (cvt) is successfully applied to heat-transfer simulations, in order to achieve large reynolds numbers (re) and low experimental fluid-dynamic forces. particularly, a square porous-plate model with a narrow gap is adopted for the test section and steady-state reynolds number is set to more than 2000 for the investigated range of flow-rates. during steady-state, the pressure fluctuations at each end of the model are measured and the power spectra of pressure fluctuations in the flow direction show that high- and low-frequency fluctuations arise due to internal flow structures. the impact of air supply rate on fluctuation intensities, range width and variance is studied. it is found that the variance increases and range width decreases with flow rate from 25 to 127.4 l/min. furthermore, the uniformity in the temperature distribution and heat-transfer coefficient is also investigated as a function of air supply rate. in this simulation, the heat-transfer coefficient decreases slightly from 18 to 15 w/k as flow rate increases from 25 to 127.

a general theory for calculating cell-to-cell thermal resistance in periodic mesoscale cellular material is outlined. the theory allows for arbitrary thermal resistance and length scale of mesostructures while providing analytically correct upper and lower bounds on the thermal resistance. the theory is applied to calculate the thermal resistances to the convective, conductive, and radiative fluxes in a low- to high-velocity air flow across a thin plate made from macroscale but mesoscale cells (i.e., microtubes). the theory is applied first to estimate the cell-to-cell thermal resistance for a thin plate made from macroscale but mesostructured cells. this is done by calculating the thermal resistance for macroscale but mesostructured cells that are periodic in a triangular array with a given thickness, elastic stiffness, and density. this is done by modifying the classical theory for a periodic array of heat sources and heat sinks. the thermal resistance is made of the contributions from the two parallel surfaces, the array width, and the thermal resistance of the cell wall material. the contribution of the cell width to the thermal resistance is calculated using the well-known theory of thermal resistance of an ordinary thin plate. the calculated thermal resistance is compared to the thermal resistance of a periodic array of heat sources and heat sinks. the results of the mesostructure array calculated using the theory are compared to that of the equivalent macroscale array calculated using the physics of a randomly disordered array of heat sources and heat sinks. the difference between these is shown to be significant especially for lower cell thickness.

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