John Harris (auth.)'s An Introduction to Fuzzy Logic Applications PDF

By John Harris (auth.)

ISBN-10: 1402003951

ISBN-13: 9781402003950

ISBN-10: 9401090424

ISBN-13: 9789401090421

Fuzzy common sense presents a distinct approach to approximate reasoning in a less than perfect global. this article is a bridge to the foundations of fuzzy good judgment via an application-focused method of chosen subject matters in Engineering and administration. the various examples element to the richer recommendations acquired via fuzzy common sense and to the probabilities of a lot wider functions.
There are fairly few texts on hand at the present in fuzzy common sense purposes. the fashion and content material of this article is complementary to these already to be had. New components of software are awarded in a graded strategy during which the underlying techniques are first defined. The textual content is largely divided into elements which deal with strategies and fabrics and in addition method purposes.
the extent permits a range of the textual content to be made for the substance of a senior undergraduate point direction. there's additionally enough quantity and caliber for the foundation of a postgraduate direction. A extra limited and really appropriate choice delivers the fabric for a qualified brief course.

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Extra info for An Introduction to Fuzzy Logic Applications

Sample text

Reynolds number SM= Small MS = Medium small. ME = Medium. ML = Medium large. LA=Large. Friction factor LO = Low. ML = Medium low. MH = Medium high. HI = High. The rule-base is generally specific to the fluid type~ suspensions would normally not be included in the same rule-base as solutions. The following example illustrates the FL method when the pressure gradient is unknown. 2 The friction factor is required for an aqueous solution of carboxymethyl cellulose, which is to be pumped through a pipeline at estimated Reynolds number of 6000.

Iii) Evaporative.

19) where P is the power number and R is the Reynolds number for a particular geometry. 21), P is the impeller power input, s is the impeller rotational speed, d is the effective impeller diameter, p and ~ are the average fluid density and viscosity respectively. For a simple non-Newtonian power-law fluid the Reynolds number has an equivalent form as follows 30 Chapter 2. 5. The left-hand part of the curve represents the region where flow is entirely laminar. The highest Reynolds number region represents the region where energy dissipation is predominantly through turbulence.

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An Introduction to Fuzzy Logic Applications by John Harris (auth.)

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