Name: Solving Colebrook Equation for Pipe Design, Sizing and Optimisation Calculations: Solve Within Excel Worksheet - No VBA, MACRO, UDF of SOLVER (en Inglés)
SKU: 57998940
Price: 78.53 PEN
Availability: InStock
Author: Kumar, M. Anil
ISBN: 9781453879658

portada Solving Colebrook Equation for Pipe Design, Sizing and Optimisation Calculations: Solve Within Excel Worksheet - No VBA, MACRO, UDF of SOLVER (en Inglés)

Solving Colebrook Equation for Pipe Design, Sizing and Optimisation Calculations: Solve Within Excel Worksheet - No VBA, MACRO, UDF of SOLVER (en Inglés)

Formato

Libro Físico

Autor

M. Anil Kumar

Editorial

Createspace

Idioma

Inglés

N° páginas

Encuadernación

Tapa Blanda

Dimensiones

22.9x15.2x0.4 cm

Peso

0.11 kg.

ISBN13

9781453879658

Categorías

Hidráulica/neumática

Solving Colebrook Equation for Pipe Design, Sizing and Optimisation Calculations: Solve Within Excel Worksheet - No VBA, MACRO, UDF of SOLVER (en Inglés)

M. Anil Kumar (Autor) · Createspace · Tapa Blanda

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Reseña del libro "Solving Colebrook Equation for Pipe Design, Sizing and Optimisation Calculations: Solve Within Excel Worksheet - No VBA, MACRO, UDF of SOLVER (en Inglés)"

Solving Colebrook-White equation is the most important task in any piping design and optimization calculation. Engineers find it difficult to do this task in a simple way- as any other calculation using a worksheet. The reason is that these are implicit equations and friction factor appears on both side of the equation. This book explains the fundamentals of FIXED-POINT ITERATIONS and how to solve Colebrook and other implicit equations in Microsoft Excel Worksheet, in a fully controlled fashion. The method presented gives a 15 didgit accurate solution in a fraction of seconds. Thousands of Colebrook cases can be solved in single worksheet now with this method. No VBA/MACRO/SOLVER/USER DEFINED FUNCTIONS. A simple worksheet concept! Now no tedious Moody chart evaluations . Worksheet takes care everything automatically! Now no aproximated equations. Why to use approximate equations when 15 digit solution is just a cakewalk? A modern method to a century old problem!