以封闭于毛细管内的溶质扩散模拟固液分离体系中深层溶质扩散过程。
Solute diffusion inside a capillary was used to simulate the mass transfer process inside a solid for a liquid solid system.
根据等轴枝晶生长过程的物理机制，改进了等轴枝晶生长的溶质扩散模型。
In the light of physical mechanism of equiaxed dendrite growth, solute diffusion models for equiaxed growth was improved.
从液体似晶结构的“格子”理论出发，推导了有外场存在情况下溶液溶质扩散转移的动力学方程。
There existing out-fields in the solution, the dynamic equation of solute diffuseness in the solution is deduced from the lattice theory of liquid quasi-crystalline structure.
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