Now "Machinery's Handbook" has a companion volume that will help readers solve specific mathematical problems that are related to mechanical work. "Pocket-sized", this book presents practical applications of arithmetic, algebra, geometry, trigonometry, and logarithms to the step-by-step solutions of mechanical problems, with formulas commonly used in engineering practice. 624 pp. Pub: 3/90
Introduction
Some Preliminary Information About This Manual
Basic Mathematical Principles
Chapter 1 : Arithmetic-Some Useful Elements You May Have Forgotten
Chapter 2 : Algebra-The Shorthand of Mathematics
Chapter 3 : Geometry-Definitions and Principles Commonly Applied
Chapter 4 : Trigonometry-Fundamentals Utilized in Solving Practical Problems
Chapter 5 : Basic Facts About Common and Hyperbolic Logarithms
Right- and Oblique-angled Triangle Problems
Chapter 6 : Right-angled Triangles-Finding Unknown Sides and Angles
Chapter 7 : Oblique-angled Triangles-Finding Unknown Sides and Angles
Problems Relating to Tapers and Angles
Chapter 8 : Tapers-Figuring Angles, Diameters and Lengths
Chapter 9 : Compound-angle Problems-How They are Analyzed
Chapter 10 : Compound-angle Problems-Some Typical Examples
Problems Involving Arcs, Circles and Vees
Chapter 11 : Arcs and Circles-Length and Location of Tangential Lines
Chapter 12 : Arcs and Circles-Tangent to Circles and Lines
Chapter 13 : Arcs and Circles-Fixed by Lines and Points
Chapter 14 : Vees and Arcs-Checking With Cylinders and Spheres
Chapter 15 : Circular Segments-Finding Unknown Elements
Use of Approximate Formulas
Chapter 16 : Approximate Formulas-Why and How They are Used
Problems in Mechanics and Strength of Materials
Chapter 17 : Problems in Mechanics-Where Forces are in Equilibrium
Chapter 18 : Problems in Mechanics-Where Forces are Not in Equilibrium
Chapter 19 : Factors in Design-Efficiency, Load, Torque, Strength and Power
Gear Ratio Problems
Chapter 20 : Gear Ratios-Obtaining by Exact or Approximate Gear Combinations
Chapter 21 : Finding Out What Happens in Planetary Gearing
Chapter 22 : Methods and Formulas for Special Conditions
Trial and Error Solutions-When and How They Are Used
Chapter 23 : Error-Their Appearance and Systematic Handling
Chapter 24 : Working Formulas Based Upon Tests and Experience
Miscellaneous Problems and Refresher Questions
Chapter 25 : Miscellaneous Mechanical Problems
Chapter 26 : Refresher Questions About Mathematics and Mechanics
Mathematical Tables
Chapter 27 : Mathematical Tables-Aids for Solving Mechanical Problems
Index
