Student'S Guide To Laplace Transforms (Student'S Guides)

Dan Fleisch's books are written for self learners. I'm only 2 chapters down but I've read his Maxwell's book and this is living upto those standards. The Rating is only for the author. That being said, for 1600/-, even the paper quality is below average. The grayscale illustrations are barely clear, as if someone was looking to save on the ink. Since the retailer is legit, I'm assuming the copy is not pirated

制御工学では，初期値はゼロと信じて無視し，ラプラス変換表を機械的に使うだけでした．実用的にはそれで十分でしたが，本書には，積分の上限と下限の意味，収束性，フーリエ変換がラプラス変換の特殊な場合であることなどが丁寧に説明されています． 実部と虚部の２つのパラメータを使うラプラス変換により，減衰と振動がまとめて扱えることの便利さを味わうことができます．変換表を丸暗記すれば十分と信じていた工学部生にとって，大変示唆に富む教科書です．演算子法にも繋がります．この著者のテキストは，どれをとっても良書です．

Ho trovato questo libro estremamente utile per lo studio delle trasformate di Laplace. È scritto in modo chiaro e accessibile, con spiegazioni passo passo e numerosi esempi pratici che aiutano a comprendere concetti complessi. Ideale sia per studenti universitari che per chiunque voglia approfondire questo argomento matematico. 📌 Pro ✅: Spiegazioni semplici e dettagliate Esempi pratici e applicazioni reali Ottimo per studenti di ingegneria, fisica e matematica Organizzazione chiara dei contenuti 📌 Contro ❌: Alcune sezioni possono risultare troppo tecniche per principianti assoluti Mancanza di esercizi con soluzioni dettagliate 📌 Conclusione 💡: Nel complesso, un libro eccellente per chi vuole padroneggiare le trasformate di Laplace con un approccio graduale e concreto.

I had been wanting to learn the Laplace transform for years, and when I saw this book i had to order it. It is a page-turner. Very methodical and clear. Unfortunately, I waited too many years, and I'm rusty on calculus, so I've had problems concentrating, but too curious about what's next to be able to slow down and try to understand some detail that wasn't clear. What I really like about it is the effort the author put into helping the reader connect to Laplace from intuition, not just algebra. Lots of graphs, lots of questions and answers. For example, the fact that both real and imaginary axes in the s domain are "frequency" was a revelation. The imaginary axis is certainly frequency, but the real axis determines decay, so how is that a frequency? It is, in the sense that it expresses how often the envelope grows or falls by e.

An important topic well explained.

A Wonderful book! Definitely not the first book to read on this subject. Before reading this book, you have to be familiar with this transformation, you have to had performed some transformations with the given formulas in the text books during your student life. If you wonder what is “actually” going on with the Laplace Transformations, this book is written for you. This book is a very useful tool for understanding the meaning of the Laplace and Fourier transformations. It makes you enter the “engine-room” of the famous Laplace Transformation Formula, understand the working principle and the philosophy of the mechanism at the background. Beside video tutorials, there are also supplementary material available in the specified web-link inside the book. The book is great! Enjoy the book!