Engineering Mathematics and Statistics: Pocket HandbookThis pocket handbook is intended as a handy reference guide for engineers, scientists and students on widely used mathematical relationships, statistical formulas and problem-solving methods. It is a compilation of useful formulas and generalised problem-solving techniques employed by practitioners in the analysis and interpretation of scientific data and problem solving. Written in short note form, it is intended to provide the user with a quick, easy reference to information with ample references provided for further readings. Illustrated examples are included for more involved problem-solving methods. Many of the techniques are well suited to adaptatation on personal computers and there are more detailed instructions included to guide and illustrate computer aided problem solving. |
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Engineering Mathematics and Statistics: Pocket Handbook Nicholas P Cheremisinoff,Louise Ferrante No preview available - 2019 |
Common terms and phrases
analysis angle ANOVA arithmetic series calculated cell chi-square distribution circle columns command Compute confidence interval construction correlation coefficient curve data points data set degrees of freedom denoted determine dimensional dimensional analysis dimensionless groups dimensionless numbers equation estimate evaluated exponential Extruder F distribution factor level Figure B6 fluid following formulas Freedom 100 Geometric graph Harmonic Mean illustrated input integral intersections John Wiley least squares levels of Factor linear regression located logarithmic macro mean method Newton number nomograph normal distribution null hypothesis payment polynomial power-law radius random variable range ratio refer to Figure reference–Abramowitz and Stegun Regression example relationship sample scale factor sides similarity solve the triangle spreadsheet standard deviation Standard error standard normal Standards 1968 Student t statistic sum of squares Sum Scale Table B2 test the null Triangle solution trigonometric TRIGONOMETRIC FUNCTIONS variance Wiley and Sons zero