Symbolic Math Toolbox?
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Symbolic Math Toolbox? - 1

Symbolic Math Toolbox Perform symbolic math computations Symbolic Math Toolbox™ provides functions for solving and manipulating symbolic math expressions and performing variable-precision arithmetic. You can analytically perform differentiation, integration, simplification, transforms, and equation solving. You can also generate code for MATLAB®, Simulink®, and Simscape™ from symbolic math expressions. Symbolic Math Toolbox includes the MuPAD® language, which is optimized for handling and operating on symbolic math expressions. It provides libraries of MuPAD functions in common mathematical areas such as calculus and linear algebra and in specialized areas such as number theory and combinatorics. You can also write custom symbolic functions and libraries in the MuPAD language. The MuPAD Notebook app lets you document symbolic math derivations with embedded text, graphics, and typeset math. You can share the annotated derivations as HTML or as a PDF. Symbolic Math Toolbox is included in MATLAB and Simulink Student Version. Key Features ▪ Functions for symbolic equation solving, differentiation, integration, and simplification, as well as for computing transforms and special functions ▪ Variable-precision arithmetic ▪ MuPAD symbolic math language ▪ MuPAD Notebook app with embedded text, graphics, and typeset math for documenting and managing computations performed in the MuPAD language ▪ MuPAD function libraries for common mathematical areas such as calculus and linear algebra and for specialized areas such as number theory and combinatorics ▪ Functions for generating code for MATLAB, Simulink, Simscape, C, Fortran, MathML, and TeX from symbolic expressions Computing in Symbolic Math Toolbox Symbolic Math Toolbox provides a complete set of tools for symbolic computing that augments the numeric capabilities of MATLAB. The toolbox includes extensive symbolic functionality that you can access directly from the MATLAB command line or from the MuPAD Notebook app. You can extend the functionality available in the toolbox by writing custom symbolic functions or libraries in the MuPAD language. The toolbox also enables you to translate symbolic results for use with MATLAB, Simulink, and Simscape.

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A surface generated from a symbolic equation, plotted from theMATLAB command line. File tdit View Navigation .Insert Format Notebook Window Help A mass spring damper system is described by a Mass of value M. Spring with elasticity K. Damper ' CwvMfl<Jfar with damping coefficient R, displacement variable x, time variable t Spectfy ODE f or system with initial displac etnenl of 0 and initial velocity of vafue 1 Solve for ODE and extract displacement Differentiate displacement wrth respect to lime to extract velocity ■velocity — dffifdisplacement.t): Derive velocity at t = 5 sec and setting R...

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Variable-Precision Arithmetic With Symbolic Math Toolbox, you can declare variable-precision arithmetic variables and perform arithmetic operations on them. Variable-precision arithmetic is useful for situations where you require high precision for your numeric calculations. You can set the decimal digit accuracy for numeric computations to be as high as you need and maintain the accuracy for all symbolic math functions and operations. Programming with variable-precision arithmetic. Symbolic Computations in MATLAB Symbolic Math Toolbox lets you perform symbolic computations from the MATLAB...

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Executing MuPAD Statements From MATLAB you can also execute statements written in the MuPAD language, which lets you fully access the functionality in the MuPAD libraries included in the toolbox. Interactive Computations in the MuPAD Notebook App The MuPAD Notebook app provides an interactive environment for performing symbolic computations using the MuPAD language. It includes a symbol palette for accessing common MuPAD functions, and all results are displayed in typeset math that can be converted into MathML and TeX. You can embed graphics, animations, and descriptive text within your...

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Translating analytical results for use in MATLAB, Simulink, and Simscape. Accelerating the pace of engineering and science

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With these functions, you can convert the result of your symbolic computations into numeric computation-based functions that are ready to be used in other parts of your program. You can also convert symbolic expressions into C, Fortran, MathML, and TeX code. r = x + yM/sqrt (log(x) *log(x))'; create MATLAB function from expression rand evaluate at x = 1.4, y = 2.6 Creating MATLAB functions automatically from symbolic expressions. Product Details, Examples, and System Requirements Trial Software Technical Support Online User Community Training Services Third-Party Products and Services...

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