Suspension Acoustics: An Introduction to the Physics of Suspensions
Written by a leading expert in the field, this book is an introduction to the physics of suspensions of bubbles, droplets, and solid particles in both gases and fluids.
TABLE OF CONTENTS Suspension Acoustics: An Introduction to the Physics of Suspensions
Appendix B: Useful Formulas from Vector Analysis
In the following formulas, A, B, C, and D represent vector functions; 
and ? represent scalar functions.
General Relations
Special Relations
If x= i x+ j y+ k z in the position vector of a point (x, y, z) and r= x, then:
Integral Relations
In the following formulas, V is a volume bounded by a closed surface S, having a unit normal vector n directed outward from V:
Let S be an open surface with unit normal n, bounded by the closed contour C having a line element d I. Then,
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