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  1. I just want to ask how recommended is the book on quantum mechanics by J.J. Sakurai. Is it any good as an introductory text?

  2. And are there better suggestions (substitutes)?

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Before answering, please see our policy on resource recommendation questions. Please write substantial answers that detail the style, content, and prerequisites of the book, paper or other resource. Explain the nature of the resource so that readers can decide which one is best suited for them rather than relying on the opinions of others. Answers containing only a reference to a book or paper will be removed!

closed as primarily opinion-based by Qmechanic Jan 31 at 21:55

Many good questions generate some degree of opinion based on expert experience, but answers to this question will tend to be almost entirely based on opinions, rather than facts, references, or specific expertise.If this question can be reworded to fit the rules in the help center, please edit the question.

It is not an introductory level text. Some knowledge of Group Theory is necessary or you will be lost immediately when he starts talking about generators. Try Bohm, Messiah or Liboff instead. – Antillar Maximus Dec 23 '11 at 15:37
Sakurai is not for beginners. It is NOT an introductory textbook. Stick with Griffiths, it is the best for starters, you should supplement it with Zettili since it contains many solved problems. – Revo Feb 17 '12 at 9:26

IMHO it is an excellent book, particularly the first chapters. It goes immediately to the point and forces you to get used right away to bra's and ket's and so on. Many years have passed since I used the book (and now there is even a new edition which I have not looked at) but back when I was an undergraduate student it was my favorite book of choice.

On the other hand I don't think of Sakurai's as an introductory text. The first and second chapter could work a bit like that but only for the brightest students. For starters (studying Physics) I would rather suggest a book like Griffith's or from a very different perspective, the recent book by Schumacher "Quantum Processes, Systems and Information".

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Sakurai is an odd book when it comes to this issue. On the one hand, he develops the bra, ket, and operator formalism from zero in a way that anyone with some knowledge of linear algebra should have no difficulty following. In fact my first semester of undergrad quantum was based entirely on Sakurai. Solving problems with Pauli matrices, calculating expectations and dynamic equations is all covered more or less from zero. But then he throws in statements like the one on p.112 (revised edition):

It is assumed that the reader of this book has some experience in solving the time-dependent and time-independent wave equations. He or she should be familiar with the time evolution of a Gaussian wave packet in a force-free region; should be able to solve one-dimensional reflection problems involving a rectangular potential barrier, and the like; should have seen derived some simple solutions of the time-independent wave equation—a particle in a box, a particle in a square well, the simple harmonic oscillator, the hydrogen atom, and so on—and should also be familiar with some general properties of the energy eigenfunctions and energy eigenvalues, such as A) the fact that the energy levels exhibit a discrete or continuous spectrum depending on whether or not (2.4.12) is satisfied and B) the property that the energy eigenfunction in one dimension is sinusoidal or damped depending on whether E - V(x') is positive or negative. In this book we will not cover these topics. A brief summary of elementary solutions to Schrodinger's equations is presented in Appendix A.

That's just after spending 10 pages solving the simple harmonic oscillator! Anecdotal experience (my own and other grad sutdents) indicates that Sakurai is currently the reigning undergrad textbook for a serious first course in quantum (his ket/bra/operator-first approach is a great contribution, didactically) but invariably needs to be supplemented with other materials to cover basic potential well type problems and a lot of the background to how it fits in with electrodynamics and classical mechanics.

It's clear that Sakurai intended his book to be read by graduate students who had to suffer through a less modern wave-function style derivation as undergrads and can now really appreciate how neatly everything fits together when you use bras and kets almost exclusively. The problem is that he did too good a job at proving his point--starting out with this formalism makes a lot of intuitive sense and as a result the book is almost readable by a complete beginner. And that makes it really annoying. IMHO, they should put out a new edition that fills in all the gaps and actually turn it in to an introductory-intermediate book. I think 50-70 pages would effectively cover all the gaps.

My advice is to use it (all your colleagues will have used it) but to supplement it with some of the other suggested books: Messiah, L&L, etc.

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A new edition of Sakurai has been already released, check… – Revo Feb 16 '12 at 23:21
Intriguing. Judging by the reviews he didn't take it in the direction I suggested. Oh well, better write my own textbook :) – mmdanziger Feb 17 '12 at 8:37

I remember finding it totally dense and confusing and unreadable as a young undergrad. When I reread it a few years later, I found it totally clear, and I could not (and still cannot) figure out why I had found it confusing before. It's strange!

Regardless, I suggest reading Griffiths, then reading it again and again, it's wonderful. :-)

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