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AAE 203 Notes
Martin Corless
December 7, 2009
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Contents
1 Introduction 2 Units and Dimensions 2.1 Introduction . . . . . . . . . . . 2.2 Units . . . . . . . . . . . . . . . 2.2.1 SI system of units . . . . 2.2.2 US system of units . . . 2.2.3 Unit conv

AAE 203, Spring Fall 2008
Test One
Problem 1 Determine the dimension of in order for the following equation to be dimensionally homogeneous. 1 mV = V 2 CD S W sin + T cos 2 where W and T represent forces, m is a mass, V is a speed, is an angle, S is an ar

AAE 203, Fall 2009 Test One
Problem 1 Determine the dimension of in order for the following equation to be dimensionally homogeneous. 1 mV = V 2 CD S W sin + T cos 2 where W and T represent forces, m is a mass, V is a speed, is an angle, S is an area and

AAE 203, Spring 2007
Test One
Problem 1 Determine whether or not the following equation is dimensionally homogeneous. (a) mV = L W cos + T sin where L, W and T represent forces, m is a mass, V is a speed, and , are angles. (b) What is the dimension of p i