A Method for Determining Transient Temperature of Concrete Aggregate in Air Precooling and Preheating
A technology of concrete aggregate and transient temperature, which is applied in the field of engineering heat transfer and heat transfer, can solve the problems of not reflecting the real situation of air temperature changes, not having a clear applicable engineering scope, and low calculation accuracy.
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Embodiment 1
[0084] In order to overcome the low calculation accuracy and waste of energy in the existing determination methods, the present invention provides a method for determining the transient temperature of air precooled and preheated concrete aggregates. The present invention considers the effective thermal conductivity of aggregates + void porous media The influence of air convection must be taken into account. During the process of air precooling and preheating aggregates, the aggregates are naturally piled up in the silo, forming a co-existing combination with the void, so it can be considered that the aggregates in the silo and The voids form a porous medium. The convective heat transfer process between the aggregate in the silo and the air in the gap can be regarded as an unsteady heat conduction process produced by the convective heat transfer of the aggregate + void porous medium at the air inlet section, so that the error is reduced, and the calculated The temperature is mo...
Embodiment 2
[0095] On the basis of embodiment 1, in the present embodiment, fitting coefficient A, B, C, Fo in step 3) * , the specific calculation is as follows:
[0096] A=A'·Bi+A"
[0097] B=B'·Bi+B"
[0098] C=C'·Bi+C"
[0099]
[0100]
[0101]
[0102]
[0103]
[0104]
[0105]
[0106] In the formula, Z is the aggregate section height, δ is the height difference between inlet and outlet air, Bi is the Biot number, and the equivalent diameter of the silo is De.
[0107] The Calculation method of Biot number Bi and Fourier number Fo in step 2) is:
[0108] Effective thermal conductivity of porous media:
[0109] Equivalent diameter of silo:
[0110] Virtual Reynolds number:
[0111] Virtual convective heat transfer coefficient:
[0112] Fourier number:
[0113] Biot number:
[0114] In the formula, λ e is the thermal conductivity of porous media, ρ e is the density of the porous medium, c e is the specific heat of the porous medium, F is th...
Embodiment 3
[0129] Based on the basis of embodiment 1, the calculation process of each step in the present embodiment is as follows:
[0130] (1) Calculation module of thermal and physical properties of porous media
[0131] It is known that the void ratio ε of the stockpiled material in the silo, the cross-sectional wind speed u of the empty silo, the diameter d of the aggregate, and the thermal conductivity λ of the aggregate s , the aggregate density ρ s , the specific heat of the aggregate c s , the density of air ρ a , the specific heat of air c a , the thermal conductivity of air λ a , the Prandtl number Pr of air a , the dynamic viscosity of air μ a .
[0132] Wind speed at aggregate voids:
[0133] Equivalent diameter of void:
[0134] The Reynolds number of the air in the void:
[0135] The convective heat transfer coefficient of the air in the void is:
[0136]
[0137] Inside the complex formed by aggregates and voids, air convection is a crucial heat transf...
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