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Product Description
Product Description
Synopsis
This is the newly revised and expanded "Marks!". Try to stump it and get your hands on the new "Marks" and you'll solve any mechanical engineering problem quickly and easily - guaranteed! It contains: 2,080 pages of mechanical engineering facts, figures, standards and practices; 3,000 illustrations and 900 tables clarify every important mathematical and engineering principle; collective knowledge of 168 experts helps you answer any analytical, design and application question you'll ever have; most up-to-date engineering data available in a single source on networks, software, bar coding, electronic distance measurement, LSI and FLSI chips, optical design, and more!
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Solve any mechanical engineering problem quickly and easily with the world's leading engineering handbook
Nearly 1800 pages of mechanical engineering facts, figures, standards, and practices, 2000 illustrations, and 900 tables clarifying important mathematical and engineering principle, and the collective wisdom of 160 experts help you answer any analytical, design, and application question you will ever have.
--This text refers to the Hardcover edition.Synopsis
This is the newly revised and expanded "Marks!". Try to stump it and get your hands on the new "Marks" and you'll solve any mechanical engineering problem quickly and easily - guaranteed! It contains: 2,080 pages of mechanical engineering facts, figures, standards and practices; 3,000 illustrations and 900 tables clarify every important mathematical and engineering principle; collective knowledge of 168 experts helps you answer any analytical, design and application question you'll ever have; most up-to-date engineering data available in a single source on networks, software, bar coding, electronic distance measurement, LSI and FLSI chips, optical design, and more!
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Inside This Book
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First Sentence
Given: h = height; c = chord. To find the diameter of the circle, the length of arc, or the area of the segment, form the ratio h/c, and find from the table the value of (diam/c), (arc/c); then, by a simple multiplication, diam = c x (diam/c) arc = c x (arc/c) area = h x c x (area/h x c) Read the first page
Front Cover | Copyright | Table of Contents | Excerpt | Index | Back Cover
Given: h = height; c = chord. To find the diameter of the circle, the length of arc, or the area of the segment, form the ratio h/c, and find from the table the value of (diam/c), (arc/c); then, by a simple multiplication, diam = c x (diam/c) arc = c x (arc/c) area = h x c x (area/h x c) Read the first page
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Concordance
Browse Sample PagesConcordance
Front Cover | Copyright | Table of Contents | Excerpt | Index | Back Cover