Available:*
Library | Item Barcode | Call Number | Material Type | Item Category 1 | Status |
---|---|---|---|---|---|
Searching... | 30000010280406 | TC160 M59 2011 | Open Access Book | Book | Searching... |
Searching... | 30000010297800 | TC160 M59 2011 | Open Access Book | Book | Searching... |
On Order
Summary
Summary
Learn crucial AutoCAD tools and techniques with this Autodesk Official Press Book Quickly become productive using AutoCAD 2014 and AutoCAD LT 2014 with this full color Autodesk Official Press guide. This unique learning resource features concise, straightforward explanations and real-world, hands-on exercises and tutorials. Following a quick discussion of concepts and goals, each chapter moves on to an approachable hands-on exercise designed to reinforce real-world tactics and techniques. Compelling, full-color screenshots illustrate tutorial steps, and chapters conclude with related and more open-ended projects to further reinforce the chapter′s lessons. Starting and ending files for the exercises are also available for download, so you can compare your results with those of professionals. You′ll follow a workflow-based approach that mirrors the development of projects in the real world, learning 2D drawing skills, editing entities, working with splines and polylines, using layers and objects, creating and editing text, dimensioning, modeling in 3D, and much more. Hands-on exercises and their downloadable tutorial files are based on the real-world task of drawing a house Covers crucial features and techniques, including 2D drawing working with layers, organizing objects with groups and blocks, using hatch patterns and gradients, using constraints and layouts, importing data, 3D modeling, and Includes content to help prepare you for Autodesk′s AutoCAD certification program AutoCAD 2014 and AutoCAD LT 2014 Essentials is the Autodesk Official Press guide that helps you quickly and confidently learn the newest version of AutoCAD and AutoCAD LT.
Table of Contents
Preface | p. v |
1 Introduction | |
1.1 Quadratic Curves | p. 1 |
1.2 Trigonometric Functions | p. 3 |
1.3 Infinite Series | p. 6 |
2 Differentiations | |
2.1 Derivatives and Differentiations | p. 13 |
2.2 Mean Value Theorem and Taylor Series | p. 14 |
2.3 Partial Derivatives and Applications | p. 16 |
2.4 Finite Difference Method and Newton Method | p. 18 |
2.5 Various Slopes of Unconfined Groundwater Flow | p. 20 |
3 Integrations | |
3.1 Indefinite Integrals | p. 25 |
3.2 Definite Integrals | p. 26 |
3.3 Double and Triple Integrals | p. 28 |
3.4 Taylor's Diffusion Theory | p. 30 |
4 Vector and Tensor | |
4.1 Vector Algebra | p. 35 |
4.2 Tensor | p. 39 |
4.3 Curvilinear Coordinate System | p. 41 |
4.4 Vector Analysis | p. 46 |
4.5 Application to Navier-Stokes Equations | p. 48 |
5 Ordinary Differential Equations | |
5.1 Method of Separation of Variables | p. 51 |
5.2 Linear Differential Equations of the First-Order | p. 52 |
5.3 Linear Differential Equations of the Second-Order | p. 57 |
5.4 Operational Method | p. 60 |
5.5 The Method of Undetermined Coefficients | p. 65 |
5.6 Linear Ordinary Differential Equations of the Higher Orders | p. 67 |
5.7 Variation of Parameters | p. 70 |
5.8 Ordinary Differential Equations and Integral Equations | p. 73 |
6 Complex Functions and Complex Integrals | |
6.1 Complex Functions | p. 75 |
6.2 Complex Integral | p. 78 |
6.3 Application of Complex Integral | p. 84 |
7 Conformal Mapping | |
7.1 Conformal Mapping by Elementary Functions | p. 91 |
7.2 Schwartz-Christoffel Transformation | p. 98 |
7.3 Applications to Hydraulic Engineering | p. 102 |
8 Partial Differential Equation of the First-Order | |
8.1 General | p. 121 |
8.2 Charpit's Method | p. 126 |
8.3 Application to Hydrology | p. 128 |
9 Special Functions | |
9.1 Gamma, Beta, and Error Functions | p. 133 |
9.2 Bessel Function | p. 138 |
9.3 Legendre Function | p. 144 |
9.4 Elliptic Function | p. 148 |
9.5 Orthogonality Principle | p. 152 |
10 Fourier Series and Integral | |
10.1 Fourier Series | p. 155 |
10.2 Fourier Integral | p. 161 |
10.3 Fourier Transform and Its Applications | p. 164 |
11 Laplace Transform | |
11.1 Definition of Laplace Transform | p. 169 |
11.2 Inverse Laplace Transform | p. 171 |
11.3 Applications to Ordinary Differential Equations | p. 178 |
11.4 Applications to Partial Differential Equations | p. 180 |
11.5 Green's Functions | p. 184 |
12 Wave Equations | |
12.1 Classification of Partial Differential Equations of the Second-Order | p. 193 |
12.2 Fundamental Partial Differential Equations | p. 196 |
12.3 One-Dimensional Wave Equation | p. 200 |
12.4 Water Surface Oscillations of Rectangular Lake | p. 204 |
12.5 Water Surface Oscillations of Circular Lake | p. 209 |
12.6 Saint Venant Equations | p. 212 |
12.7 Long Wave Transform on Slope | p. 217 |
12.8 Side Outflow from Steep Open Channel Flow | p. 221 |
13 Potential Equations | |
13.1 Fundamental Equations | p. 229 |
13.2 Surface Wave of Infinitesimally Small Amplitude | p. 232 |
13.3 Groundwater Flow | p. 236 |
13.4 Motion of a Sphere in Fluid | p. 238 |
13.5 Two-Dimensional Stratified Flow into a Sink | p. 241 |
13.6 Analysis of Sand Waves | p. 245 |
14 Diffusion Equations | |
14.1 Governing Equations | p. 251 |
14.2 Rayleigh Problem | p. 254 |
14.3 Flow near Oscillatory Plate | p. 257 |
14.4 Distribution of Suspended Load in Flow | p. 259 |
14.5 Well Hydraulics | p. 263 |
14.6 Water Content Distribution in Ground | p. 266 |
14.7 Modeling of Coastal Changes | p. 268 |
15 Solution of Nonlinear Equations | |
15.1 Cubic Equation | p. 273 |
15.2 Quintic Equation | p. 276 |
15.3 Newton Method | p. 278 |
15.4 Solution of Differential Equation and Secant Method | p. 280 |
15.5 Hardy-Cross Method | p. 283 |
15.6 Method of Characteristics | p. 286 |
15.7 Lax-Wendroff Scheme | p. 289 |
16 Linearization Methods | |
16.1 Fundamentals in Linearization | p. 291 |
16.2 Stokes Wave | p. 292 |
16.3 KdV Equation | p. 296 |
16.4 Stokes Equation | p. 303 |
16.5 Burgers Equation | p. 308 |
16.6 Series Solution | p. 311 |
16.7 Approximate Solution of Nonlinear Ordinary Differential Equation | p. 317 |
17 Method of Boundary-Layer Theory | |
17.1 Boundary-Layer Equation | p. 321 |
17.2 Two-Dimensional Jet | p. 326 |
17.3 Two-Dimensional Wake | p. 332 |
17.4 Boundary-Layer Induced by Wave Motion | p. 338 |
17.5 Plane Boundary-Layer and Ekman Layer | p. 340 |
18 Variational Method | |
18.1 Ritz Method | p. 347 |
18.2 Galerkin Method | p. 351 |
18.3 Transform of Partial Differential Equation to Ordinary Differential Equation | p. 354 |
18.4 Eigen Value Problem | p. 357 |
18.5 Application to Groundwater Flow | p. 360 |
18.6 Least Squares Method and Collocation Method | p. 362 |
18.7 The Method of Moments | p. 365 |
19 Perturbation Methods | |
19.1 Parameter Perturbation | p. 367 |
19.2 Matched Asymptotic Expansion | p. 374 |
19.3 Free Surface Flow over Wavy Bed | p. 379 |
19.4 Application to Kinematic Wave Method | p. 384 |
19.5 Averaging Method | p. 389 |
19.6 Stability Analysis in Fluid Flow | p. 392 |
20 Nonlinear Systems Analysis | |
20.1 Vector Calculation | p. 395 |
20.2 Phase Plane Analysis | p. 398 |
20.3 Property of Singular Point | p. 402 |
References | p. 417 |
Index | p. 421 |