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What is the x-component of the equation of motion for a fluid that is incompressible? 40² √x + 3²0x) + + +372) + P9z əvx A p (2x + ₂x + v 1 + 0₂ 00²₂ ) = − OP² + 1² (30²0² + Vy əy² əz B None of the choices avx + V/₂ (20x) = -3²² + Ⓒp (BV- a²vx a²vx a²vx + + əx² əy² +Vx əz at a²v avx or - p (30 ·+vx ·+vx' x 32/2) = − ³ ² ² + μ( Əy² (a²y ²x + + Əy² Ⓒp (BV- at +Vx + Vy + Vy ay aux dvy + Vy ay əx = + V/₂² + μl (3x - 2x² ) it + de- = ( xae² əz + 8²)+p9x + 0²2/²) + päx дz2 3²x) + pgx əz²

What is the x-component of the equation of motion for a fluid that is incompressible? 40² √x + 3²0x) + + +372) + P9z əvx A p (2x + ₂x + v 1 + 0₂ 00²₂ ) = − OP² + 1² (30²0² + Vy əy² əz B None of the choices avx + V/₂ (20x) = -3²² + Ⓒp (BV- a²vx a²vx a²vx + + əx² əy² +Vx əz at a²v avx or - p (30 ·+vx ·+vx' x 32/2) = − ³ ² ² + μ( Əy² (a²y ²x + + Əy² Ⓒp (BV- at +Vx + Vy + Vy ay aux dvy + Vy ay əx = + V/₂² + μl (3x - 2x² ) it + de- = ( xae² əz + 8²)+p9x + 0²2/²) + päx дz2 3²x) + pgx əz²

Introduction to Chemical Engineering Thermodynamics
Introduction to Chemical Engineering Thermodynamics
8th Edition
ISBN:9781259696527
Author:J.M. Smith Termodinamica en ingenieria quimica, Hendrick C Van Ness, Michael Abbott, Mark Swihart
Publisher:J.M. Smith Termodinamica en ingenieria quimica, Hendrick C Van Ness, Michael Abbott, Mark Swihart
Chapter1: Introduction
Section: Chapter Questions
Problem 1.1P
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What is the x-component of the equation of motion for a fluid that is incompressible? (J2vx дих - + _ ) = - 2 + u ( x + 2 + 2) + pÜz +Uz )=- -/- дуг дvх ux ax P (30 € +1 ду дz at B None of the choices avy) = - х (Ə2bx + Ə²bx + Ən:) + pËx + u aux + Vy ay ?х 3) О р +ox' ду2 дz at (+8+8+ + 3 + ) + p9x vy ox Opx +uay +uy ay + r ду at _ a2vx + 3) + P9x ду avy + Vy ay ду2 (E P +ox at Әх +vya avx +uz x) = - 0 + ( əz - + vz x) = дz -1 | - a + u y + ах2
Transcribed Image Text:What is the x-component of the equation of motion for a fluid that is incompressible? (J2vx дих - + _ ) = - 2 + u ( x + 2 + 2) + pÜz +Uz )=- -/- дуг дvх ux ax P (30 € +1 ду дz at B None of the choices avy) = - х (Ə2bx + Ə²bx + Ən:) + pËx + u aux + Vy ay ?х 3) О р +ox' ду2 дz at (+8+8+ + 3 + ) + p9x vy ox Opx +uay +uy ay + r ду at _ a2vx + 3) + P9x ду avy + Vy ay ду2 (E P +ox at Әх +vya avx +uz x) = - 0 + ( əz - + vz x) = дz -1 | - a + u y + ах2
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