Wet-Bulb Temperature from Pressure, Relative Humidity, and Air Temperature

ABSTRACT: The algorithms currently in use for calculating the wet-bulb temperature from pressure, relative humidity, and air temperature have errors of a degree or more. Here, the equation for the thermodynamic wet-bulb temperature is derived using the Rankine?Kirchhoff approximations, which are highly accurate for meteorological and climatological applications. Likewise, equations are derived …

Using Integrated EOF Analysis for Evaluation of WRF Simulations in Urban Envi…

ABSTRACT: Evaluation methods for regional climate models (RCMs) commonly rely on point comparisons with observed meteorological fields, which provide limited understanding of the spatial and temporal representations of important factors affecting urban areas in models. These factors are not only complex but also difficult to differentiate, which complicates their analysis. This study thus devel…

Essential Math for AI Next: Next-Level Mathematics for Efficient and Successf…

Companies are scrambling to integrate AI into their systems and operations. But to build truly successful solutions, you need a firm grasp of the underlying mathematics. This accessible guide walks you through the math necessary to thrive in the AI field such as focusing on real-world applications rather than dense academic theory. Engineers, data scientists, and students alike will examine …

Introduction to Probability, Statistics & R

This book provides a comprehensive and accessible introduction to probability theory, statistical methods, and practical data analysis using the R programming language. It begins by establishing the foundations of probability, including random variables, probability distributions, expectations, and key theoretical principles essential for understanding statistical inference. Building on these c…

Ordinary Differential Equations Exercises and Problems

This book presents a variety of methods of analytic solution of ordinary differential equations and features a wealth of examples, both solved in detail and proposed. The goal of this work is to give a broad training in techniques of solution of equations and problems involving differential equations, which are important both in mathematics and applications. The text contains many examples of s…

Analisis Kekeringan Spasial dan Temporal Berdasarkan Data Jangka Panjang Terr…

Edisi

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ISBN/ISSN

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Deskripsi Fisik

91 hal; ilus; 30 cm

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No. Panggil

K 25 016 SID a

Rapid Math Tricks And Tips: 30 Days to Number Power

Rapid Math Tricks & Tips: 30 Days to Number Power by Edward H. Julius presents an accessible, structured approach to strengthening mental math skills through daily lessons and efficient calculation strategies. Structured across a 30-day framework, this book equips readers with simplified methods to perform essential arithmetic operations—such as multiplication, division, addition, and subtrac…

Introductory College Mathematics

Introductory College Mathematics by Paul A. White provides an in-depth introduction to core mathematical concepts tailored for college-level students. It explores a wide range of topics, such as algebra, geometry, functions, and trigonometry, offering essential tools for addressing real-world mathematical problems. With its straightforward explanations, detailed examples, and practice problems,…

Calculus and Analytic Geometry

Calculus and Analytic Geometry by George B. Thomas, Jr. is a foundational textbook that combines the study of calculus with analytic geometry. This book thoroughly covers both basic and advanced calculus topics, including limits, differentiation, integration, and advanced subjects like infinite series. It also explores how calculus is applied in solving problems related to analytic geometry, su…

Fundamentals of Algebra and Trigonometry

Fundamentals of Algebra and Trigonometry by Earl W. Swokowski is a thorough textbook that lays a strong foundation in both algebra and trigonometry. It is intended for students in introductory math courses and presents the core concepts in a straightforward, organized, and easy-to-understand way. The book explores key topics in algebra, such as linear equations, polynomials, and functions, whil…

Differential and Integral Calculus: Volume II

Differential and Integral Calculus: Volume II by R. Courant offers an in-depth exploration of advanced topics in differential and integral calculus. This volume builds upon foundational concepts, providing a detailed analysis of more complex areas such as multivariable calculus, series expansions, and sophisticated integration and differentiation techniques. Courant explains these intricate top…

Introductory Mathematics

Introductory Mathematics by Charles P. McKeague offers a clear and thorough introduction to the fundamental concepts of mathematics. The book is aimed at students who are just starting to learn mathematics, providing a structured approach to understanding key topics such as arithmetic, algebra, and basic geometry. It focuses on helping students develop mathematical thinking and problem-solving …

Modern Elementary Mathematics

Modern Elementary Mathematics by M. Ward and C.E. Hardg is a clear and detailed introduction to the basic concepts of mathematics, crafted to guide students through the foundational principles of elementary math. The book focuses on developing mathematical reasoning and problem-solving abilities, covering essential topics such as arithmetic, introductory algebra, geometry, and number theory. …

Theory and Problems of Real Variables

Theory and Problems of Real Variables by Murray R. Spiegel offers a comprehensive guide to the fundamental concepts of real analysis, focusing on the rigorous exploration of functions of real variables. Designed for students and professionals, the book provides in-depth explanations of topics such as continuity, limits, differentiation, and integration, while emphasizing both theoretical founda…

Theory and problems of Probabality SI (metric) edition

Schaum's Outline of Theory and Problems of Probability by Seymour Lipschutz provides a comprehensive introduction to the basics of probability theory. Aimed at students in mathematics, engineering, and science, the book offers clear explanations of essential topics such as probability distributions, random variables, expected value, and the law of large numbers. The SI (metric) edition is tailo…

Engineering Mathematics

Engineering Mathematics by A.C. Bajpai is an extensive textbook aimed at providing engineering students with a robust understanding of mathematical concepts and methods necessary for addressing engineering challenges. The book spans a broad array of topics, including calculus, linear algebra, differential equations, complex analysis, and probability, with a focus on practical applications. Each…

College Mathematics for the Managerial and Social Science

College Mathematics for the Managerial, Life, and Social Sciences by Soo T. Tan provides an extensive introduction to finite mathematics and applied calculus, specifically designed for students in business, economics, and social sciences. The book highlights practical applications by using real-life examples such as satellite radio subscriptions, Google’s earnings, job outsourcing, and the im…

Modern Mathematics an Elementary Approach

Modern Mathematics: An Elementary Approach by Ruric E. Wheeler offers an accessible introduction to the key concepts and principles of modern mathematics. The book is structured to present complex mathematical ideas in a way that is easy for beginners to grasp, with a focus on clarity and simplicity. It covers a broad spectrum of topics, starting from basic arithmetic to more advanced concepts,…

Numerical Modelling of Marine Hydrodynamics : Applications to Dynamic Physica…

The work of Hans-Gerhard Ramming in Numerical Modelling of Marine Hydrodynamics: Applications to Dynamic Physical Processes, co-authored with Zygmunt Kowalik, makes a notable contribution to the fields of oceanography and marine hydrodynamics. This book highlights the development and implementation of numerical models for analyzing and simulating dynamic physical processes in marine environment…

Atmosphere-Ocean Modeling : Coupling and Couplers

The book Atmosphere-Ocean Modeling: Coupling and Couplers by Carlos R. Mechoso offers an in-depth exploration of the critical aspects of modeling the interaction between the atmosphere and the ocean, which are key components of the Earth?s climate system. This work delves into the techniques of coupling atmospheric and oceanic systems through numerical models, essential for understanding global…