By Donald F. Young, Bruce R. Munson, Theodore H. Okiishi, Wade W. Huebsch
A quick creation to Fluid Mechanics, fifth version is designed to hide the traditional issues in a easy fluid mechanics direction in a streamlined demeanour that meets the training wishes of today?s pupil larger than the dense, encyclopedic demeanour of conventional texts. This procedure is helping scholars attach the mathematics and concept to the actual global and sensible functions and practice those connections to fixing difficulties. The textual content lucidly offers uncomplicated research innovations and addresses useful issues and purposes, resembling pipe movement, open-channel move, stream size, and drag and raise. It deals a robust visible procedure with pictures, illustrations, and video clips integrated within the textual content, examples and homework difficulties to stress the sensible software of fluid mechanics rules
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Additional resources for A brief introduction to fluid mechanics
As liquids are compressed the bulk modulus increases, but the bulk modulus near atmospheric pressure is usually the one of interest. The use of bulk modulus as a property describing compressibility is most prevalent when dealing with liquids, although the bulk modulus can also be determined for gases. F l u i d s i n This water jet is a blast Usually liquids can be treated as incompressible fluids. However, in some applications the compressibility of a liquid can play a key role in the operation of a device.
1 Mt. St. Helens eruption 108 Jupiter red spot diameter 106 Ocean current diameter 106 Diameter of hurricane 104 Meteor entering atmosphere Mt. St. 2 E. 1 Characteristic values of some fluid flow parameters for a variety of flows: (a) object size, (b) fluid speed, (c) fluid pressure. 2 Dimensions, Dimensional Homogeneity, and Units 3 on the order of 10Ϫ8 m. Each of these pipe flows has important characteristics that are not found in the others. Characteristic lengths of some other flows are shown in Fig.
The actual value of the viscosity depends on the particular fluid, and for a particular fluid the viscosity is also highly dependent on temperature as illustrated in Fig. 4 with the two curves for water. Fluids for which the shearing stress is linearly related to the rate of shearing strain (also referred to as rate of angular deformation) are designated as Newtonian fluids. Fortunately, most common fluids, both liquids and gases, are Newtonian. A more general formulation of Eq. 1. Fluids for which the shearing stress is not linearly related to the rate of shearing strain are designated as non-Newtonian fluids.