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Summary: This paper presents the conversion for simple English Assertive sentences to Marathi sentences. This is essentially a machine translation. Within this proposed procedure we're under-going numerous processes including morphological Assessment, Portion of speech, regional phrase grouping, for changing the indicating of straightforward assertive English sentence into corresponding Marathi sentence.

During this technique, assuming a typical scalar while in the period, , the governing equation in an isotropic porous medium can take on the following type:

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After you use the porous media model, you must Remember that the porous cells in ANSYS FLUENT are one hundred% open

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The porous bounce design is placed on a confront zone, to not a mobile zone, and should be employed (as an alternative to the total porous media design) Any time possible mainly because it is more robust and yields far better convergence. See Area 

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two.   The reduction coefficient has to be converted into dynamic head reduction per unit length of your porous region. Noting product one, the first step is to compute an modified loss component, , which might be according to the velocity of a a hundred% open up area:

in which would be the supply time period for that th ( , , or ) momentum equation, is definitely the magnitude from the velocity and and they are prescribed matrices. This momentum sink contributes on the stress gradient within the porous cell, developing a strain fall that is proportional into the fluid velocity (or velocity squared) in the cell. To recover the case of easy homogeneous porous media

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