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The flux (F) of a molecule present at concentration C through a circular hole of diameter d on a surface that is adjacent to a fluid that it is diffusing in is given by F = 4DdC
The total that can be transferred is the per pore capacity times the number of pores formed. Calculate the flux allowed though each pore if the diffusion coefficient is 106 cm2=sec, the concentration is 1 mM, and the pore diameter is 1.5 nm. Discuss your results and try to estimate how many pores are needed to reach meaningful cell-to-cell communications. With the per pore flux estimated above, derive the time constant for transfer of a metabolite from a particular cell to a neighboring cell. Assume that these are two epithelial cells whose geometry can be approximated as a box and that the two adjacent boxes are connected with transfer occurring through n pores.
Why a substance is being heated at a fast rate the temperature of decomposition
Assist with the setting of design variables necessary for sizing equipment
Use Laplace transformation to solve the initial value problem
Equal rates of mass transfer for the production of the fine chemical are required. This is often required for certain types of organic synthesis.
Application of reverse osmosis principles for the desalination of sea water
Prepare the design and evaluation of a new chemical manufacturing process.
Adsorption and Membrane Processes
Draw T-S diagram of the cycle.
The potential energy between two atoms A and B are constants and r the interatomic separation distance.
Implications of the future of fabrication for international trade, transportation, and logistics
The atmospheric pressure of 100k Pa acts on the other side of the piston. The gas is heated until the volume is doubled and the final pressure is 500 kPa. Calculate the work done by the gas.
Evaluate particle diameter at different terminal gas velocities
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