This example demonstrates the usage of the snippets hatch and fill in 2D plotsExtracts the Geometric/Dimensional Properties of AISC (American Institute of Steel Construction) Shapes. The plugin eliminates the need of a look-up table or the use of the Shape Table from AISC Construction Manual.Algorithm for conversion Arabic numerals to Roman numerals. User specifies a number using Arabic digits. Program shows a result of conversion in Roman numerals form.Analysis of Beam with any number of supports and with any type of loadings. The worksheet requires that the associated Plugin (Structural Beam Analysis Utililty Functions by Redem Legaspi Jr.) be downloaded and enabled from SMath Studio Extension Manager tool. The worksheet does the following: 1.) Plots Beam Diagram, Shear Diagram, Moment Diagram, Deflection 2.) Calculates Support Reactions 3.) Calculates Shear, Moment, and Deflection at any given point. Refer to 'Beam Analysis Input Guide.sm' on how to use the plugin.Analysis of Beam with any number of supports and with any type of loadings. The worksheet requires that the associated Plugin (Structural Beam Analysis Utililty Functions by Redem Legaspi Jr.) be downloaded and enabled from SMath Studio Extension Manager tool. The worksheet does the following: 1.) Plots Beam Diagram, Shear Diagram, Moment Diagram, Deflection 2.) Calculates Support Reactions 3.) Calculates Shear, Moment, and Deflection at any given point. Refer to 'Beam Analysis Input Guide.sm' on how to use the plugin.Analysis of Beam with any number of supports and with any type of loadings. The worksheet requires that the associated Plugin (Structural Beam Analysis Utililty Functions by Redem Legaspi Jr.) be downloaded and enabled from SMath Studio Extension Manager tool. The worksheet does the following: 1.) Plots Beam Diagram, Shear Diagram, Moment Diagram, Deflection 2.) Calculates Support Reactions 3.) Calculates Shear, Moment, and Deflection at any given point. Refer to 'Beam Analysis Input Guide.sm' on how to use the plugin.Analysis of Beam with any number of supports and with any type of loadings. The worksheet requires that the associated Plugin (Structural Beam Analysis Utililty Functions by Redem Legaspi Jr.) be downloaded and enabled from SMath Studio Extension Manager tool. The worksheet does the following: 1.) Plots Beam Diagram, Shear Diagram, Moment Diagram, Deflection 2.) Calculates Support Reactions 3.) Calculates Shear, Moment, and Deflection at any given point. Refer to 'Beam Analysis Input Guide.sm' on how to use the plugin.Analysis of Beam with any number of supports and with any type of loadings. The worksheet requires that the associated Plugin (Structural Beam Analysis Utililty Functions by Redem Legaspi Jr.) be downloaded and enabled from SMath Studio Extension Manager tool. The worksheet does the following: 1.) Plots Beam Diagram, Shear Diagram, Moment Diagram, Deflection 2.) Calculates Support Reactions 3.) Calculates Shear, Moment, and Deflection at any given point. Refer to 'Beam Analysis Input Guide.sm' on how to use the plugin.Analysis of Beam with any number of supports and with any type of loadings. The worksheet requires that the associated Plugin (Structural Beam Analysis Utililty Functions by Redem Legaspi Jr.) be downloaded and enabled from SMath Studio Extension Manager tool. The worksheet does the following: 1.) Plots Beam Diagram, Shear Diagram, Moment Diagram, Deflection 2.) Calculates Support Reactions 3.) Calculates Shear, Moment, and Deflection at any given point. Refer to 'Beam Analysis Input Guide.sm' on how to use the plugin.Analysis of Beam with any number of supports and with any type of loadings. The worksheet requires that the associated Plugin (Structural Beam Analysis Utililty Functions by Redem Legaspi Jr.) be downloaded and enabled from SMath Studio Extension Manager tool. The worksheet does the following: 1.) Plots Beam Diagram, Shear Diagram, Moment Diagram, Deflection 2.) Calculates Support Reactions 3.) Calculates Shear, Moment, and Deflection at any given point. Refer to 'Beam Analysis Input Guide.sm' on how to use the plugin.Analysis of Beam with any number of supports and with any type of loadings. The worksheet requires that the associated Plugin (Structural Beam Analysis Utililty Functions by Redem Legaspi Jr.) be downloaded and enabled from SMath Studio Extension Manager tool. The worksheet does the following: 1.) Plots Beam Diagram, Shear Diagram, Moment Diagram, Deflection 2.) Calculates Support Reactions 3.) Calculates Shear, Moment, and Deflection at any given point. Refer to 'Beam Analysis Input Guide.sm' on how to use the plugin.2D horizontal beam finite element analysis with exact representation of trapezoidal distributed loads. Features an interactive preprocessor and graphic and tabular outputCalculation of the Beam load bearing with two supports to find stresses values of the supports. Worksheet requires to specify any number of the Point and/or Uniform Loads. Every input and output data supports values with Uniits.Game to compose colors of the rainbow in correct order.Example demonstrates a computation of gravitation acceleration on the Solar System astronomical object's surfaces. Computation performed for eight Solar System planets and for the Sun.Embedded Plate calculation program. Plate is calculated under static loading. Creates a graphical representation and prepares specifications.Efficient method for computing the greatest common divisor (GCD), also known as the greatest common factor (GCF) or highest common factor (HCF). The algorithm is also called Euclid's algorithm. User fills in two numbers to find out the GCD. This is a simple Numeric example, that uses While Loop inside.Expansion of the user-defined function to Maclaurin series with a custom degree.Solution of ordinary differential equations using Fifth-order Runge–Kutta method with adaptive step. User defines initial equation coefficients, a Cauchy problem (initial value problem), segment limits and calculations precision. Program converts equation to the system of equations and starts evaluation with the Fifth-order Runge–Kutta method. Algorithm automatically choose the optimal step of the iterations in respect to the specified accuracy. After calculations program represents the graphs of numeric solution using cubic splines interpolation.The program of calculation of monolithic reinforced concrete foundations. Calculates the concrete foundation under static loading of an arbitrary number of columns. Creates a graphical representation with the preparation of specifications and steel sampling costs.Computing the user-defined function of the matrix using Sylvester's formula. Example also shows how to get the coefficients of matrix characteristic polynomial with Leverrie-Faddeev method.Generates correlated random variables from uncorrelated random variables with normal distributionInteractive guide to make you familiar with basic features of SMath Studio (appr. 2h)Solving of Hermite polynomials. User specifies a power of the polinomial to get it's roots. Additionally represented graphs of first five Hermite functions.Algorithm of Hesse matrix generation and the definition of the Hessian. The user specifies a function to construct Hessian matrix in the loop using partial derivatives. The last step defines the functions to work with the result. All calculations are performs in symbols, with the possibility to get Symbolic and Numeric results of the algorithm.Algorithm of Jacobi matrix generation and the definition of the Jacobian. The user specifies a function to construct Jacobian matrix in the loop using partial derivatives. The last step defines the functions to work with the result. All calculations are performs in symbols, with the possibility to get Symbolic and Numeric results of the algorithm.Solving of Laguerre polynomials. User specifies a power of the polinomial to get it's roots. Additionally represented graphs of first five Laguerre functions.Useful functions for working with sets.Solving of Legendre polynomials defined by Rodrigues' formula. User specifies a power of the polinomial to get it's roots. Additionally represented graphs of first five Legendre functions.Nonlinear equations solving with chord method. User defines initial equation to proceed, calculation precision and the range. Program returns root of the initial equation, result accuracy and number of iterations.Nonlinear equations solving with dichotomy method. User defines initial equation to proceed, calculation precision and the range. Program returns root of the initial equation, result accuracy and number of iterations.Newton's method of the nonlinear systems of equations solving. This algorithm can be used to solve standalone equation as well. User specifies system of the equations, first approximations of the roots and the result accuracy. While calculation Jacobi matrix is created. Number of steps (iterations) of the While loop also displayed for the analysis purposes.Simpson's rule is a method for numerical integration, the numerical approximation of definite integrals. User specifies function to integrate, interval and the number of iterations. At the end of calculation program controls the result with a built-in numerical integration function.Animation in SMath Studio shown by the example of planetary gear with internal teeth.calculate properties of generic polygons: - perimeter - area - centroid - second moment of area - radii of gyration - elastic section modulus - plastic section modulus - orientation of principal axes of inertia - principal moments of inertia - radius of gyration about principal axes of inertia - shortcuts for easy plots - multilanguage [EN/IT]The tridiagonal matrix algorithm (TDMA), also known as the Thomas algorithm, is a simplified form of Gaussian elimination that can be used to solve tridiagonal systems of equations. Example shows how to extract diagonals of the matrix and how to use it to calculate the result.Example for the solution of linear systems of equations with positiv definite coefficient matrix, via the Cholesky methodOscillating cylinder steam engineA collection of text regions with different font-families.Расчёт параметров и построение h-s диаграммы расширения пара в турбинной ступени .Extends SMath Studio with a 3D Plot Region.ALGLIB Plugin (based on ALGLIB 3.18.0)Extends SMath Studio with an Area Region. Provides an ability to work with Areas and Separators inside the Worksheet.Extends SMath Studio with ENGINEERING FUNCTIONS.Collection of Big Integer Arithmetic functions for SMath Studio.Collection of Big Rational Arithmetic functions for SMath Studio.BiquaternionCephes Mathematical LibraryExtends SMath Studio with groups of CheckBoxes.Extends SMath Studio with a Checkbox Region. Provides an ability to work with Checkbox inside the Worksheet.Extends SMath Studio with a region to share data with spreadsheets using the clipboard.Extends SMath Studio with ComboBox and ListBox controls.Extends SMath Studio with a Checkbox Region. Provides an ability to work with Checkbox inside the Worksheet.Extends SMath Studio with conditional evaluation of formulae, as well as basic text import/exportExtends SMath Studio with dinamically customizable labels. Languages: ENG (default), ITAProject template for the region without a place holder.A SMath Studio native wrapper of the CoolProp library (www.coolprop.org)Extends SMath Studio with currency units. When an internet connection is available, exchange rates are kept updated using the ECB reference rates.Extends SMath Studio with customized functions.Extends SMath Studio with a collection of glyphs to customize the look of some functions.DISLIN 11.5 library (Win32, Win64)Digital Signal Processing LibraryExtends SMath Studio with more save/import/export features. Languages: ENG (default), GER, ITA, RUS, SPA.Extends SMath Studio with ENGINEERING FUNCTIONS.Extends SMath Studio with some development tools.DotNumerics 1.1 - numerical analysis library.Extends SMath Studio with EXCEL I/O (EXCEL 2003+ is required)Collection of Electrical Engineering functions for SMath Studio.XLS files type import support plugin for SMath Studio.Plugin adds functions that enable Excel-data to be read or written using COMExtends SMath Studio with ability to export the worksheet data as an image. Supports cross-platform bitmap and vector image formats.Extends SMath Studio with Euler–Bernoulli Beam Analysis - Finite ELement Method. DOFs = v, θzExtends SMath Studio with Fast Fourier TransformsFIR filter design pluginThe GNU Scientific Library 2.xExtends SMath Studio with a wrapper for the General Polygon Clipper library.\nLanguages: ENG (default), GER, ITA, SPA, RUS."Save to HTML files type support plugin for SMath Studio.Extends SMath Studio with a hyperlink region (for weblinks, e-mails, files, folders and others). Languages: ENG (default), GER, ITA, RUS, SPA.Extends SMath Studio with an Image Region. Revised and augmented by Alexander Melnik © 2016.Intel ODE Solver Library PluginSMath Studio plug-in to manage Knovel specific tags for Worksheet Regions.Microsoft Chart Region.Maple Tools (based on Maple 6)Extends SMath Studio with a Math Region. Provides an ability to work with math expressions inside the Worksheet.Mathcad Custom FunctionsThese functions are useful for reading various file types into SMath Studio arrays.Mathcad ToolboxMatlab Runtime Library 2.1 (Win32)Сustom functions for working with matricesProvide access to Maxima from SMath.Extends SMath Studio with a Memo Region.Extends SMath Studio with Word, Excel and Visio regions.Extends SMath Studio with a Modeller Region. Provides an ability to draw input graphs inside the Worksheet.NextFEM API for SMath StudioExtends SMath Studio with a NPlot Region.Nomogram interpolation pluginPlugin containing nonlinear solvers for equations and systems of equations.Template project for numerical plugin.Extends SMath Studio with numeric up-down controls.Open Solving Library for ODEsOctave C++ Math Library 3.6.4 (Win32)Extends SMath Studio with ability to export worksheets in Adobe PDF format or import PDF pages into the worksheet as images.Extends SMath Studio with a region that can pick paths of files and directories.Extends SMath Studio with a Picture Region. Provides an ability to work with Images inside the Worksheet.Extends SMath Studio with 2D/3D pie and doughnut charts.Extends SMath Studio with a Plot Region. Provides an ability to work with graphs inside the Worksheet.Extends SMath Studio with a Plotly RegionPermits to calculate the properties of a pure fluid or a mixtureExtends SMath Studio with groups of RadioButtons.Extends SMath Studio with the ability to run other worksheets in background.Sets of Algebraic and Differential Equations solvers Library (SADEL)Extends SMath Studio with financial functions.Save and open SMath Studio files types support plugin for SMath Studio.Plugin for SMath Studio provides support to save SMath Studio worksheets as single executable files.Allows SMath Studio to interface the SQLite relational database engine.Extends SMath Studio with a Script Region.Extends SMath Studio with a ScrollBarEx Region.Extends SMath Studio with operations for sets.Provides a set of rules to load initial calculation data and extract calculation results according to supported by SimInTech data format.Extends SMath Studio with slider controls.Extends SMath Studio with a region that makes canvas' snapshots. Languages: ENG (default), GER, ITA, SPA.Special Functions built-in plugin for SMath Studio.SpiceSharp is a circuit simulator originally based on Spice 3f5 by Berkeley UniversityStandard Toolbox Buttons built-in plugin for SMath Studio.Extends SMath Studio with statistical tools.Extends SMath Studio with a table region.Save to TeX files type support plugin for SMath Studio.Extends SMath Studio with a Text Region. Provides an ability to work with Text inside the Worksheet.Helps to set some properties of Text Regions.Template project for numerical plugin.Access to a set of programs for calculating properties of water, steam, gases and gases mixtures. Requires separate installation of the Water Steam Pro libraries and appropriate license for it (see http://www.wsp.ru/).Extends SMath Studio with a Writer Region. Provides the ability to work with formatted text inside the Worksheet.Extends SMath Studio with a X-Y Plot Region.Extends SMath Studio with XLSX spreadsheets import/export features. Languages: ENG (default), GER, ITA, RUS, SPA.Save and open XMCD files type support plugin for SMath Studio.Extends SMath Studio with a ZedGraph Region. ZedGraph authors: John Champion, Jerry Vos, Jay Mistry, Bob Kaye, JCarpenter.Function for include simple definitions from other documents.LSODA libraryPlugin for SMath Studio introduces support of μMath files type (import only).2D horizontal beam finite element analysis with exact representation of trapezoidal distributed loads. Features am interactive preprocessor and graphic and tabular outputGame to compose colors of the rainbow in correct order.Embedded Plate calculation program. Plate is calculated under static loading. Creates a graphical representation and prepares specifications.The program of calculation of monolithic reinforced concrete foundations. Calculates the concrete foundation under static loading of an arbitrary number of columns. Creates a graphical representation with the preparation of specifications and steel sampling costs.Oscillating cylinder steam engineReturns the cholesky factorized Matrix L of a matrix. A weak criterion to verify that the input matrix is positive definite, by checking the signs of its eigenvalues, is also included. Note: the plugin DotNumerics.dll must be in the plugins folder on your installation path.Calculates a day of the year.Library of the shapes ready to be used in a templates for Modeller Region.Makes Maxima Draw objects and options known to the dynamic assistant Contains list of redefined trigonometric functions prepared to work with degrees instead of radians.Contains list of redefined trigonometric functions prepared to work with grads instead of radians.Keyboard input of SMath operators, e.g. how to create 1..5?Solves linear systems given as vector of equations.Add custom units: - percent (3 different styles) - per mille - per ten thousandOperations with units: - Extracting Unit of Measurement - Calculate Order of Magnitude - Rounding - Truncation - Floor - CeilingContiene utilidades para el cálculo de los coeficientes de corrección para el límite de resistencia a la fatiga, creación de gráficos SN, Línea de Goodman y cálculo de factores de seguridad para el caso de carga fluctuante, entre otrasExpand a nested Matrix. This makes the composition of matrices by sub-matrices more readableSolve a complex valued System A*x=b numerically with the DotNumerics Solver.Plot functions using Maxima draw package fill(f(1),g(1),x.1,x.2,dx,dy,d) Generates a plottable matrix of coloured dots between functions f(x) and g(x) for x between x1 and x2 with spacing values dx and dy. d is the font size of the dots. Dots are red for g(x)>f(x), blue otherwise.hatch(f(1),g(1),x.1,x.2,n) Generates a matrix for 2*n vertical lines (hatching) between functions f(x) and g(x) in x-range from x1 to x2- check if a variable is an array - check if a variable is a scalar - size of a variable - sum(1) for M.D.A. - boolean comparison of variables for M.D.A.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iVBORw0KGgoAAAANSUhEUgAAABAAAAALCAIAAAD5gJpuAAAABGdBTUEAAK/INwWK6QAAAAlwSFlzAAAOwgAADsIBFShKgAAAABp0RVh0U29mdHdhcmUAUGFpbnQuTkVUIHYzLjUuMTAw9HKhAAAAd0lEQVQoU2P4fZ2TJMTwNEzkTWMAkQiomOFVieD76X5v240IIqAyoGKGj3P4vm7z+bxKnyACKgMqZnjsKfqqIvB5kilBBFQGVMzwcSb/180+n5cbEERAZUDFZNgwm+/rVp/PK/UJIqCyj7P5SA8lkuPh1zVOkhAA1PcrXvSfggAAAAAASUVORK5CYII=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Tiny, but powerful mathematical program with WYSIWYG editor and complete units of measurements support.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but powerful mathematical program with WYSIWYG editor and complete units of measurements 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programTiny, but powerful mathematical program with WYSIWYG editor and complete units of measurements 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but powerful mathematical program with WYSIWYG editor and complete units of measurements 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but powerful mathematical program with WYSIWYG editor and complete units of measurements 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but powerful mathematical program with WYSIWYG editor and complete units of measurements 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but powerful mathematical program with WYSIWYG editor and complete units of measurements 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but powerful mathematical program with WYSIWYG editor and complete units of measurements 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but powerful mathematical program with WYSIWYG editor and complete units of measurements 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but powerful mathematical program with WYSIWYG editor and complete units of measurements 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but powerful mathematical program with WYSIWYG editor and complete units of measurements 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but powerful mathematical program with WYSIWYG editor and complete units of measurements support.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A handy reference for SMath 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The use of nested arrays to represent tensors. Tensors are mathematical representations of geometrical quantities which are very useful in many areas of 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reference for learning the basics of SMath 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model documentation for SMath Studio Core libraries.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 zur portablen THB-Distribution von SMath Studio. Erste Schritte, Mathematik, Grafik, Programmierung, 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complete information about all plugins to SMath 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Anleitung für den Einstieg: Installation, Einstellungen, Text und Formeln, Maßeinheiten, Diagramme, editierbare 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Matrizen und Vektoren, Datenimport, Diagramme mit X-Y Plot Plugin, Tabellen, Lineare und nichtlineare Regression.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Tutorial sobre graficas en SMath 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sobre programacion en SMath 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on graphics in SMath 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on programming in SMath 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overview about math logic in SMath Studio; from basic to advanced features, with some examples.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A survey on how to define and use functions in SMath 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the Matrix palette in SMath 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del panel de matrices en SMath 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to create a simple function in a plug-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Tutorial to create a simple function in a 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(подбор) ремней клиноременной передачи с ремнями нормального сеченияКраткое руководство по SMath 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полную информацию обо всех дополнениях к SMath 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цепной передачи (упрощенный) по методике УстиновскогоExtensive, yet incomplete handbook, consisting of interlinked SMath sheets.Math reference book with common math rules of different subjects.