Lithium Titanate in batteries

Archive for the ‘Chemical Engineering’ Category

Lithium Titanate in batteries

This project is about research and computational modeling. You can use any software to design the material of lithium titanate: MATLAB, VESTA, QUANTUM ESSPRESSO or any material design software you prefer. There are some factors we research and see from the design: ionic conductivity, vacancy, energy barrier, band structure, etc. From those factors, we can […]

Thermodynamics Equation of state (Peng robinson)

In the following given problem, i need to construct a logical algorithm (Matlab codes/functions) or excel sheet to acquire from an adiabatic reservoir filling process the following: 1)Final mass introduced to a reservoir Temperature of a pure substance and its vapor/liquid compositions (a & b)(Given the reservoir final volume, and the final pressure) (a reference […]

Chemical engineering Thermodynamics Equation of state(Peng robinson) Homework

In the following given problem, i need to construct a logical algorithm (Matlab codes/functions) or excel sheet to acquire from an adiabatic reservoir filling process the following: 1)Final mass introduced to a reservoir Temperature of a pure substance and its vapor/liquid compositions (a & b)(Given the reservoir final volume, and the final pressure) (a reference […]

Chemical engineering Thermodynamics Homework

Thermodynamics Hw: it is needed to use the Peng Robinso equation of state to solve a problem of Adiabatic filling of a reservoir,(all the given instructions are in the PDF) It is crucial to explain how the results were obtain as well as the logical sequence of processes/formulas (or functions in case of matlab)) Needed […]

chemical engineering heat transfer

Object in a Temperature Bath with Exponentially Decaying Temperature.An object with volume V and surface area A is immersed in a large bath, just as modeled in class, however this time the bath temperature varies as a function of time T(t). The external bath , initially at a temperature T0, cools down exponentially: T(t) = […]

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