• The Theory of Linear Prediction

    Updated: 2009-11-30 08:03:04
    Home nbsp nbsp nbsp nbsp nbsp Books nbsp nbsp nbsp nbsp nbsp Software nbsp nbsp nbsp nbsp nbsp Articles November 30, 2009 The Theory of Linear Prediction by admin 1:03 am . File pdf , 2.7 MB , 198 pages TOC 1. Introduction 1.1 History of Linear Prediction 1.2 Scope and Outline 1.2.1 Notations 2. The Optimal Linear Prediction Problem 2.1 Introduction 2.2 Prediction Error and Prediction Polynomial 2.3 The Normal Equations 2.3.1 Expression for the Minimized Mean Square Error 2.3.2 The Augmented Normal Equation 2.4 Properties of the Autocorrelation Matrix 2.4.1 Relation Between Eigenvalues and the Power Spectrum 2.4.2 Singularity of the Autocorrelation Matrix 2.4.3 Determinant of the Autocorrelation Matrix 2.5 Estimating the Autocorrelation 2.6 Concluding Remarks 3. Levinson’s Recursion 3.1 Introduction 3.2 Derivation of Levinson’s Recursion 3.2.1 Summary of Levinson’s Recursion 3.2.2 The Partial Correlation Coefficient 3.3 Simple Properties of Levinson’s Recursion 3.4 The Whitening Effect 3.5 Concluding Remarks 4. Lattice Structures for Linear Prediction 4.1 Introduction 4.2 The Backward Predictor 4.2.1 All-Pass Property 4.2.2 Orthogonality of the Optimal Prediction Errors 4.3 Lattice

  • The Fundamentals of Stellar Astrophysics

    Updated: 2009-11-26 09:51:12
    Home nbsp nbsp nbsp nbsp nbsp Books nbsp nbsp nbsp nbsp nbsp Software nbsp nbsp nbsp nbsp nbsp Articles November 26, 2009 The Fundamentals of Stellar Astrophysics by admin 2:51 am . TOC Chapt 1 Introduction and Fundamental Principles 1.1 Stationary or Steady” Properties of matter a Phase Space and Phase Density b Macrostates and . Microstates c Probability and Statistical Equilibrium d Quantum Statistics e Statistical Equilibrium for a Gas f Thermodynamic Equilibrium Strict and Local 1.2 Transport Phenomena a . Boltzmann Transport Equation b . Homogeneous Boltzmann Transport Equation and Liouville’s Theorem c . Moments of the Boltzmann Transport Equation and Conservation Laws 1.3 Equation of State for the Ideal Gas and Degenerate Matter Chapt 2 Basic Assumptions , Theorems , and Polytropes 2.1 Basic Assumptions 2.2 Integral Theorems from Hydrostatic Equilibrium a Limits of State Variables b B Theorem and Effects of Radiation Pressure 2.3 Homology Transformations 2.4 Polytropes a Polytropic Change and the Lane-Emden Equation b Mass-Radius Relationship for Polytropes c Homology Invariants d Isothermal Sphere e Fitting Polytropes Together Chapt 3 Sources and Sinks of Energy 3.1

  • Helium Plants and Storage

    Updated: 2009-11-17 13:05:49
    Home nbsp nbsp nbsp nbsp nbsp Books nbsp nbsp nbsp nbsp nbsp Software nbsp nbsp nbsp nbsp nbsp Articles November 17, 2009 Helium Plants and Storage by admin 6:05 am . File pdf , 2.76 MB , 64 pages TOC Section 1. DESIGN CRITERIA 1. SCOPE 2. CANCELLATION 3. RELATED CRITERIA 4. INFORMATI0N REQUIRED FOR DESIGN 5. FACTS ON HELIUM a . Production b . Shipping Containers c . Characteristics Section 2. PLANT AND STORAGE DESIGNS 1.RECEIVING FACILITIES a . Rail Spur b . Track Trailer c . Compressor Station 2.STORAGE FACILITIES a . Storage Capacity b . High Pressure Storage Cylinders c . Impure Helium Collection and Storage d . Shipping containers e . Portable Storage 3.REPURIFICATION PLANTS a . Cryogenic Adsorption b . Pressure Swing Adsorption PA c . Separation by Air Expansion d . Interlocked Automatic Control Systems 4.DISTRIBUTION AND INTERCONNECT SYSTEMS a . Block Flow Diagram b . Piping and instrument Diagram c . Piping Plan d . Distribution and Interconnect Piping e . Piping Design f . Underground Pipelines g . Piping Test h . Pipe Sizing i . Valves j . Control Valve Sizing k . Instrumentation and Control Element Specifications 5. TRANSFER Shop a . Cylinder Regulations b . Cylinder

  • Introduction to Computational Physics

    Updated: 2009-11-11 11:29:45
    Home nbsp nbsp nbsp nbsp nbsp Books nbsp nbsp nbsp nbsp nbsp Software nbsp nbsp nbsp nbsp nbsp Articles November 11, 2009 Introduction to Computational Physics by admin 4:29 am . File pdf , 3.4 MB , 322 pages TOC 1 Introduction 1.1 Intended Audience 1.2 Major Sources 1.3 Purpose of Course 1.4 Course Philosophy 1.5 Programming Methodologies 1.6 Scientific Programming Languages 2 Scientific Programming in C 2.1 Introduction 2.2 Variables 2.3 Expressions and Statements 2.4 Operators 2.5 Library Functions 2.6 Data Input and Output 2.7 Structure of a C Program 2.8 Control Statements 2.9 Functions 2.10 Pointers 2.11 Global Variables 2.12 Arrays 2.13 Character Strings 2.14 Multi-File Programs 2.15 Command Line Parameters 2.16 Timing 2.17 Random Numbers 2.18 C++ Extensions to C 2.19 Complex Numbers 2.20 Variable Size Multi-Dimensional Arrays 2.21 The CAM Graphics Class 3 Integration of ODEs 3.1 Introduction 3.2 Euler’s Method 3.3 Numerical Errors 3.4 Numerical Instabilities 3.5 Runge-Kutta Methods 3.6 An Example Fixed-Step RK4 routine 3.7 An Example Calculation 3.8 Adaptive Integration Methods 3.9 An Example Adaptive-Step RK4 Routine 3.10 Advanced Integration Methods 3.11 The Physics of

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