- #1
jqmhelios
- 11
- 7
I am currently taking a course on introductory Lagrangian and Hamiltonian mechanics in year 2 in the UK.
I find the material easy but do not have access to a resource with a satisfying amount of problems.
Despite being (in)directly told this resource is not useful at my level, I have Landau and Lifshitz volume 1 and love it as the explanations are brilliantly clear and understandable to me. However, it contains a disappointingly small amount of problems!
Does anyone know a suitable textbook? For a year 2 physics student with lots of problems and worked examples?
I also should add that I do not like Goldstein's approach to the topic as I find his explanations too difficult for me at this stage. His derivation of the Euler-Lagrange equations was shockingly difficult to follow (unlike Landau's intuitive and easy approach)
I find the material easy but do not have access to a resource with a satisfying amount of problems.
Despite being (in)directly told this resource is not useful at my level, I have Landau and Lifshitz volume 1 and love it as the explanations are brilliantly clear and understandable to me. However, it contains a disappointingly small amount of problems!
Does anyone know a suitable textbook? For a year 2 physics student with lots of problems and worked examples?
I also should add that I do not like Goldstein's approach to the topic as I find his explanations too difficult for me at this stage. His derivation of the Euler-Lagrange equations was shockingly difficult to follow (unlike Landau's intuitive and easy approach)