Assignment 1 - CHEE 3363 - Fluid Mechanics Fall, 2009...

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CHEE 3363 - Fluid Mechanics Fall, 2009 Assignment 1 Due: Wednesday, September 2, 2009 Problems from Fox et. al. Chapter 1: Problems 1.8, 1.17, 1.25, 1.29 Other problems based on lecture notes 1. Given a velocity field v in cylindrical coordinates, i.e., k, rr z v ve ve v θθ =++ determine (, ) x xr y yr v vvv θ = = 2. Check the relations in the notes that relate the base unit vectors in spherical coordinates with the base vectors in rectangular coordinates. Correct these as necessary and use these relations to determine (,,) x y v vvvv θφ = = 3. Given: 2i 3k 2i 3j k i j 2k A B C = + = ++ =+− Find: (a) 2( ); check if this is equal to 2( ). (b) (magnitude of ) (c) (d) (e) The unit vector perpendicular to and and in the direction of a screw turning from D AB BA DD E AB F AB AC = ++ = = × to (f) The vector projection of on the plane formed by and C
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4. Determine and in (a) rectangular cartesian coordinates and (b) cylindrical coordinates.
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This note was uploaded on 10/09/2011 for the course ENGINEERIN 3133 taught by Professor Sarkozi during the Spring '11 term at Texas A&M.

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Assignment 1 - CHEE 3363 - Fluid Mechanics Fall, 2009...

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