Reddit Reddit reviews Introduction to Quantum Mechanics

We found 10 Reddit comments about Introduction to Quantum Mechanics. Here are the top ones, ranked by their Reddit score.

Science & Math
Books
Physics
Quantum Theory
Introduction to Quantum Mechanics
Cambridge University Press
Check price on Amazon

10 Reddit comments about Introduction to Quantum Mechanics:

u/rusticanus · 13 pointsr/Physics

Here it is on the Cambridge site and here on Amazon

The copyright date is 2017 so maybe they are still rolling it out. But it looks like it is still the 2nd edition with the same content as the 2004 Pearson one.

£42 is almost a reasonable price for a hardcover textbook. Good for Griffiths/CUP; screw Pearson.

u/DarkDjin · 6 pointsr/IWantToLearn

For both subjects you'll need a solid mathematical background. You'll need calculus and linear algebra. I recommend starting with it if you haven't learned yet. I really can't stress enough the importance of mathematics in both fields.

For basic quantum mechanics: Quantum Mechanics - David Griffiths (https://www.amazon.com/Introduction-Quantum-Mechanics-David-Griffiths/dp/1107179866) or Fundamentals of Modern Physics - Robert Eisberg, the later being just an introduction to Q.M.

For general relativity: Bernard Schutz's A First Course in General Relativity (https://www.amazon.com/First-Course-General-Relativity/dp/0521887054).

u/ShanksLeftArm · 5 pointsr/Physics

For Calculus:

Calculus Early Transcendentals by James Stewart

^ Link to Amazon

Khan Academy Calculus Youtube Playlist

For Physics:

Introductory Physics by Giancoli

^ Link to Amazon

Crash Course Physics Youtube Playlist

Here are additional reading materials when you're a bit farther along:

Mathematical Methods in the Physical Sciences by Mary Boas

Modern Physics by Randy Harris

Classical Mechanics by John Taylor

Introduction to Electrodynamics by Griffiths

Introduction to Quantum Mechanics by Griffiths

Introduction to Particle Physics by Griffiths

The Feynman Lectures

With most of these you will be able to find PDFs of the book and the solutions. Otherwise if you prefer hardcopies you can get them on Amazon. I used to be adigital guy but have switched to physical copies because they are easier to reference in my opinion. Let me know if this helps and if you need more.

u/bosonsforlife · 3 pointsr/Physics

The first thing that popped in my mind while reading your post was: 'woah dude, slow down a bit!'. No, honestly, take things slowly, that's the best advice someone could have given me a few years ago. Physics is a field of study where you need a lot of time to really understand the subjects. Often times, when revisiting my graduate and even my undergraduate quantum mechanics courses, I catch myself realizing that I just began understanding yet another part of the subject. Physics is a field, where you have many things that simply need time to wrap your head around. I am kind of troubled that a lot of students simply learn their stuff for the exam at the end of the semester and then think they can put that subject aside completely. That's not how understanding in physics works - you need to revisit your stuff from time to time in order to really wrap your head around the fundamental concepts. Being able to solve some problems in a textbook is good, but not sufficient IMHO.

That being said, I will try to answer your question. Quantum mechanics is extremely fascinating. It is also extremely weird at first, but you'll get used to it. Don't confuse getting used to it with really understanding and grasping the fundamentals of quantum mechanics. Those are two very different animals. Also, quantum mechanics needs a lot of math, simply have a look at the references of the quantum mechanics wikipedia page and open one of those references to convince yourself that this is the case.

Now, I don't know what your knowledge is in mathematics, hence all I can give you is some general advice. In most physics programs, you will have introductory courses in linear algebra, analysis and calculus. My first three semesters looked like this in terms of the math courses:

  1. Sets and functions; mathematical induction; groups, fields and vector spaces; real and complex numbers, series and sequences, power series; matrices, linear systems of equations; determinants and eigenvalue problems

  2. More on linear systems of equations, eigenvectors, eigenvalues and determinants; canonical forms; self-adjoint matrices and unitary matrices; some analysis (topological basics, continuity)

  3. More on topology; hilbert spaces; differentiation and integration

    These were, very roughly, the subjects we covered. I think that should give you some basic idea where to start. Usually quantum mechanics isn't discussed until the second year of undergrad, such that the students have the necessary mathematic tools to grasp it.

    A book I haven't worked with but know that some students really like is Mathematics for Physics by Paul Goldbart. This essentially gives you a full introduction to most of the subjects you'll need. Maybe that's a good point to start?

    Concerning introductory texts for quantum mechanics, I can recommend the Feynman lectures and the book by David Griffiths. I know a ton of students who have used the book by Griffiths for their introductory course. It isn't nearly as rigorous as the traditional works (e.g. Dirac), but it's great for an introduction to the concepts and mathematics of quantum mechanics. The Feynman lectures are just classic - it's absolutely worth reading all three volumes, even more than once!

    EDIT: added some literature, words.
u/snipatomic · 2 pointsr/AskScienceDiscussion

I would personally recommend picking up a good quantum mechanics hook like Griffiths. Honestly, the edition shouldn't matter.

Such books have brief reviews of the important mathematics. As you go through it, if you come across things you don't fully understand, you'll at least know what to search for.

u/DeeperThanNight · 2 pointsr/Physics

Sure no problem. These are the texts I used as an undergrad:

Classical Mechanics: Classical Dynamics of Particles and Systems, Thornton and Marion

Electrodynamics: Introduction to Electrodynamics, Griffiths

Statistical Mechanics: An Introduction to Thermal Physics, Schroeder

Quantum Mechanics: Introduction to Quantum Mechanics, Griffiths

For special relativity I never used a book strictly devoted to the subject. Thornton and Marion will cover it at the end, and so will Griffiths E&M. However my favorite source on special relativity is Landau's Classical Theory of Fields, the first few chapters.

u/supersymmetricman · 1 pointr/Physics

This is the one I have, I think a third edition has come out since then. But I'll have to agree with others here, Griffiths is probably not the best book for QM. There are some parts which are well written, but it is lacking in many areas. Try something like Townsend.

u/lettuce_field_theory · 1 pointr/AskPhysics


>and the uncertainty principal imposes limits on what we can know through measurement.

Not what we can know, but that a particle's state at any time isn't given by a precise position and momentum (state of a classical particle). This sort of information doesn't exist. Instead the state of the particle is a wave function. The wave function gives probabilities to measure the particle to be in a certain position or alternatively to have a certain momentum. The probabilities for the two quantities are dependent on each other (via fourier transform). The uncertainty principle just says that any wave function can't both be precisely localised in momentum and position space. The best you can do is a bell shaped (gaussian) distribution in both position and momentum that have some nonzero width.

After measurement of position the particle is then in an eigenstate of definite position. That kind of state gives a uniform probability distribution for the momentum measurement (ie all momenta are equally likely, momentum can be anything if you measure that afterwards).

>In doing so, we are assuming space is a continuous object, there are particles in space that occupy a single point, and once measured, a particle has a well defined location even if we cannot entirely know that location.

In that instance we have just measured it so we do know it.

>If we still assume space is continuous but particles had some size and shape which is able to move in a non-uniform manner (different parts moving in different speeds or directions)

We can detect internal structure of particles in experiments. This is how we know the from is fundamental and the proton isn't. There's no evidence otherwise (though having an internal structure doesn't change much for the proton, it's also a quantum object) and there is no incentive of getting rid of what you call "weirdness", on the contrary, quantum theory gives the most accurate predictions we've ever had.

Describing the state of a particle by a wave function psi(t) instead of a pair of values (x(t), p(t)) is a more accurate description.

Your suggestion is literally choosing something that disagrees with experiments over something that agrees with them.

>our inability to measure its position could be related to how we try and collapse this into a single positional value. Or, what if particles are just bigger than what we would expect and in doing a measurement, we are only seeing a given piece a particle?

I agree with /u/cantgetno197 (who isn't a troll, he just told you something that's accurate but you didn't want to hear). I think your view might have to do with not knowing quantum theory very well yet. In that case I would be trying to learn about it (textbooks), not trying to get rid of it. https://www.amazon.com/Introduction-Quantum-Mechanics-David-Griffiths/dp/1107179866

Yes books do teach you. They teach you intuition too, contrary to what you say (again you haven't read any quantum theory books but have already an opinion). How is anyone supposed to take someone saying he is learning seriously if he is dismissive of reading educational material?

>Besides, those who don't ask questions generally don't understand as well as they think, or they are unimaginative...

Those who don't read books are worse off, they don't ask very useful questions to begin with and don't make progress.

u/Ebanflo · 1 pointr/QuantumWorld

That's pretty funny. You'll notice that I never made a claim about whether or not the matter exists in a non-vaporized state, I said it can't be observed in such a state. Here's Leonard Susskind giving a rough explanation of why. And what's observable (or what can be used to predict the outcome of observations) is the only relevant thing in a scientific discussion.



By the way, I did a bit of research and superpositioned states have actually been observed for atoms and photons, which was the original premise of the discussion. And honestly that's a pretty ridiculous premise, because regardless of whether or not these states are observable, manipulating them is the basis of quantum computation. And quantum computers work. They work very well.



Some advice: pick up an elementary quantum mechanics textbook before your next discussion about the topic (I would recommend Griffiths), and try your best to refrain from acting like a pretentious douchebag instead of providing arguments in debates.

u/SoSweetAndTasty · 1 pointr/AskPhysics

Books like Griffiths quantum or Nielsen and Chuang quantum information? From the sounds of your post you have some large gaps in your understanding.