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9780023913419

Descriptive Geometry

by ; ; ;
  • ISBN13:

    9780023913419

  • ISBN10:

    002391341X

  • Edition: 9th
  • Format: Hardcover
  • Copyright: 1996-09-03
  • Publisher: Peachpit Pr

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Summary

In this book the author has fulfilled the need for a descriptive geometry textbook in which the fundamentals are presented in the same pedagogically sound units of work, as they are usually introduced in daily presentation.

Table of Contents

Preface xv
Orthographic Projection
1(19)
Graphic Solutions
1(1)
Descriptive Geometry
2(1)
Projections
2(1)
Perspective Projection
3(1)
Orthographic Projection
3(2)
Multiview Drawing
5(1)
First-Angle Projection
5(1)
Third-Angle Projection
6(2)
Visualization
8(1)
Folding Lines
9(2)
Views of a Point
11(1)
Views of a Line
12(1)
Visibility
13(1)
Problem Layouts
14(2)
Scale
16(4)
Problems
18(1)
Self-Testing Problems
19(1)
Primary Auxillary Views
20(14)
Views Projected from the Top View
20(2)
Views Projected from the Front View
22(3)
Views Projected from the Side View
25(1)
Normal View of a Plane with Edge View Given
25(5)
Plotting a Curve by Projection
30(4)
Problems
31(2)
Self-Testing Problems
33(1)
Lines
34(22)
True Length of a Line
34(1)
Principle Lines
34(3)
True Length of an Oblique Line
37(4)
Bearing, Slope, and Grade
41(3)
Points on Lines
44(12)
Problems
49(2)
Special Situation Problems
51(2)
Computer Graphic Problem
53(1)
Self-Testing Problems
54(2)
Planes
56(10)
Representation of Planes
56(1)
Points and Lines in Planes
57(1)
Lines in Planes
58(1)
Principal Lines in Planes
58(1)
Locus
59(1)
Space Analysis
59(2)
Pictorial Intersections
61(5)
Problems
63(1)
Self-Testing Problems
64(2)
Successive Auxillary Views
66(18)
Construction of Successive Auxiliary Views
67(1)
Point View of a Line
68(3)
Edge View of a Plane
71(2)
Normal View of a Plane
73(11)
Problems
78(2)
Special Situation Problems
80(3)
Self-Testing Problems
83(1)
Piercing Points
84(12)
Piercing Points-Auxiliary-view method
84(1)
Piercing Point-Two-view method
85(3)
Pictorial Intersection of Line and Plane
88(8)
Problems
90(2)
Special Situation Problems
92(1)
Computer Graphic Problems
93(1)
Self-Testing Problems
94(2)
Intersection of Planes
96(11)
Intersection of Two Planes-Auxiliary-View Method
96(1)
Intersection of Two Planes-Two-Views, Piercing-Point Method
97(1)
Intersection of Two Planes-Cutting-Plane Method
98(2)
Pictorial Intersection of Planes
100(7)
Problems
102(1)
Special Situation Problems
103(1)
Computer Graphics Problems
104(1)
Self-Testing Problems
105(2)
Angle Between Planes
107(10)
Dihedral Angle-Line of Intersection given
108(1)
Dihedral Angle-Line of Intersection not given
109(2)
Angle Between Oblique Plane and Principle Plane
111(6)
Problems
112(2)
Special Situation Problems
114(2)
Self-Testing Problems
116(1)
Parallelism
117(12)
Parallel Lines
117(2)
Parallel Planes
119(1)
Lines Parallel To Planes: Planes Parallel to Lines
120(1)
Parallel Pictorial Lines
121(1)
Construction of Parallel Pictorial Lines
122(1)
Parallel Pictorial Planes
122(7)
Problems
125(1)
Computer Graphics Problems
126(1)
Self-Testing Problems
127(2)
Perpendicularity
129(20)
Perpendicular Lines
129(2)
Plane Perpendicular to Line
131(3)
Line Perpendicular to a Plane
134(1)
Common Perpendicular-Point-View Method
135(1)
Common Perpendicular-Plane Method
136(2)
Shortest Horizontal Line Connecting two Skew Lines
138(1)
Shortest Line at Specified Grade Connecting two Skew Lines
139(1)
Projection of a Line on a Plane
140(9)
Problems
142(3)
Special Situation Problems
145(2)
Computer Graphics Problems
147(1)
Self-Testing Problems
148(1)
Angle Between Line and Oblique Plane
149(9)
Angle Between Line and Plane-Plane Method
149(3)
Angle Between Line and Plane-Line Method
Ange Between Line and Plane-Complementary-Angle Method
152(6)
Problems
154(1)
Special Situation Problems
155(2)
Self-Testing Problems
157(1)
Mining and Civil Engineering Problems
158(17)
Horizontal Projection
159(1)
Topographic Map
159(2)
Preparation of Contour Map using Grid Survey
161(1)
Mining and Geology
162(1)
Strike, Dip, Thickness, Outcrop
163(2)
Cut and Fill or Dump Lines
165(10)
Problems
167(4)
Special Situation Problems
171(2)
Computer Graphics Problems
173(1)
Self-Testing Problems
174(1)
Revolution
175(17)
Revolution of a Point
175(1)
Revolution of a Line
176(1)
True Length by Revolution
177(2)
Examples of Converse Problems
179(1)
Angle Between Line and Oblique Plane by Revolution
180(1)
Normal View of a Plane by Revolution
181(1)
Revolution of a Solid
181(1)
Establishing a Line at Given Angles with two Principal Planes
182(10)
Problems
186(3)
Special Situation Problems
189(2)
Self-Testing Problems
191(1)
Vectors
192(20)
Definition of Terms
192(1)
Resultant of Concurrent Coplanar Vectors
193(2)
Resolution of a Vector into Concurrent Coplanar Components
195(1)
Nonconcurrent Coplanar Vectors
196(1)
Beams and Trusses
197(2)
Resultant of Concurrent Noncoplanar Vectors
199(1)
Resolution of a Vector into Concurrent Noncoplanar Components
200(2)
Other Vector Problems
202(1)
Velocity Vectors
202(1)
Relative Motion
203(9)
Problems
205(3)
Special Situation Problems
208(1)
Computer Graphics Problems
209(1)
Self-Testing Problems
210(2)
Plane Tangencies
212(21)
Lines Tangent to Curved Surfaces
212(1)
Plane Tangent to a Cone and Containing a Given Point on the Surface of the Cone
213(1)
Plane Tangent to a Cone and Containing a Given Point Outside the Surface of the Cone
214(1)
Plane Tangent to a Cone and Parallel to a Given Line
215(1)
Plane Tangent to a Cylinder and Containing a Given Point on the Surface of the Cylinder
215(1)
Plane Tangent to a Cylinder and Containing a Point Outside the Cylinder
215(1)
Plane Tangent to a Cylinder and Parallel to a Line Outside the Cylinder
216(1)
Plane Tangent to a Sphere Through a Point on the Surface of the Sphere
217(1)
Plane Tangent to a Sphere and Containing a Given Line-Line not Intersecting the Sphere
218(1)
Plane Tangent to a Torus at a Given Point on its Surface
219(1)
Application of the Tangent Plane-Representation of a Plane Containing a Given Line and Making a Specified Angle with a Given Plane
219(3)
Pictorial Solution of a Plane Tangent to a Cone and Containing a Point Outside the Surface of the Cone
222(1)
Pictorial Solution of a Plane Tangent to a Cone and Parallel to a Given Line
222(3)
Pictorial Solution of a Plane Tangent to a Cylinder and Containing an Outside Point
225(8)
Problems
227(2)
Special Situation Problems
229(2)
Self-Testing Problems
231(2)
Intersections of Planes with Solids
233(15)
Intersection of Plane and Pyramid
233(1)
Intersection of Plane and Oblique Cone
234(1)
Intersection of Plane and Right Circular Cone
235(1)
Intersection of Plane and Prism
236(1)
Intersection of Plane and Cylinder
236(1)
Intersection of Plane and Torus
237(2)
Representation of Fair Surfaces
239(1)
Intersection of Windshield and Aircraft Fuselage
239(2)
Pictorial Intersection of Plane and Cylinder
241(7)
Problems
243(1)
Special Situation Problems
244(2)
Self-Testing Problems
246(2)
Developments
248(28)
Radial-Line Developments
250(1)
Radial-Line Development-Pyramid
250(1)
Radial-Line Development-Truncated Pyramid
251(1)
Radial-Line Development-Right Circular Cone
252(1)
Radial-Line Development-Oblique Cone
253(1)
Parallel-Line Developments
254(1)
Parallel-Line Development-Truncated Right Prism
255(1)
Parallel-Line Development-Oblique Prism
256(1)
Parallel-Line Development-Right Circular Cylinder
257(1)
Parallel-Line Development-Oblique Cylinder
258(1)
Special Application of Cylinder Development
259(1)
Triangulation
260(1)
Warped and Double-Curved Surfaces-Approximate Development
261(15)
Problems
268(4)
Special Situation Problems
272(2)
Self-Testing Problems
274(2)
Intersections of Surfaces
276(27)
Intersection of Prisms-Edge Views Given
277(1)
Intersection of Prism and Pyramid-Auxiliary-View Method
278(1)
Intersection of Two Prisms-Two-View Method
279(1)
Intersection of Prism and Cone
279(2)
Intersection of Right Circular Cylinders
281(1)
Intersection-Right Cylinder and Cone
282(1)
Intersection of Surfaces-Sphere Method
283(2)
Planes Cutting Elements from Oblique Cones and Cylinders
285(2)
Intersection of Oblique Cone and Cylinder
287(3)
Intersection of Two-Oblique Cones-Bases in Same Plane
290(1)
Intersection of Two Cones-Bases in Nonparallel Planes
291(1)
Intersections of Oblique Cylinders-Bases in Same Plane
292(1)
Line Tangent to Curve of Intersection
293(10)
Problems
295(4)
Special Situation Problems
299(2)
Self-Testing Problems
301(2)
Shades and Shadows
303(15)
Shade, Shadow, and Umbra
304(1)
Light Source and Direction
304(1)
Shadow of a Prism
304(2)
Shade and Shadow of a Pyramid and Wall
306(1)
Shade and Shadow of Object Composed of Cylinders
306(1)
Shade and Shadow of Cone and Prism
307(1)
Shade and Shadow of Shelf and Support
307(1)
Shadow of Chimney on Inclined Roof Planes
308(1)
Pictorial Shade and Shadow
309(1)
Isometric Shade and Shadow
310(1)
Shadow on a Cylindrical Surface
311(7)
Problems
313(1)
Computer Graphics Problems
314(1)
Self-Testing Problems
315(3)
Perspective Projection
318(18)
Perspective or Central Projection
318(1)
Perspective Construction by Multiview Projection or Piercing Points
319(2)
Two-Point and One-Point Perspectives
321(1)
Construction for Vanishing Points
321(1)
Construction of a Two-Point Perspective
322(2)
Construction of a One-Point Perspective
324(1)
Curves in Perspective
324(2)
Three-Point Perspective
326(2)
Perspective Intersection
328(1)
Perspective Shade and Shadow
329(7)
Problems
331(2)
Self-Testing Problems
333(3)
Conics
336(6)
The Ellipse
336(1)
The Parabola
337(1)
The Hyperbola
338(4)
Problems
340(1)
Self-Testing Problems
341(1)
Map Projection
342(10)
Representation of Earth's Surface
343(1)
Projection on a Tangent Plane
343(2)
Projection on a Cone
345(2)
Cylindrical Projection
347(5)
Problems
349(1)
Special Situation Problems
350(1)
Self-Testing Problems
351(1)
Spherical Triangles
352(11)
Solution of Spherical Triangle, Three Sides Given
353(1)
Solution of Spherical Triangle, Two Sides and Included Angle Given
354(1)
Solution of Spherical Triangle, Three Angles Given-Polar-Triangle Method
355(2)
Navigation Problem
357(6)
Problems
360(1)
Special Situation Problem
361(1)
Self-Testing Problem
362(1)
Review
363(18)
Construction of Additional Views
363(3)
The Four Fundamental Uses of Views
366(1)
Projective and NonProjective Properties
367(1)
Example Problems
367(14)
Problems
373(4)
Self-Testing Problems
377(4)
Computer Graphics Projects
381(68)
Computer Graphics Solutions to Descriptive Geometry Problems
381(1)
Fortran Programs with Computer Graphics
382(1)
Basic Programs with Computer Graphics
382(2)
Fortran Program Projects
384(21)
Basic Program Project
405(2)
Appendices
A Graphical Accuracy
407(5)
B Geometric Constructions
412(7)
C Classification of Geometric Forms
419(6)
D Solutions of Self-Testing Problems
425(24)
Index 449

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