- #1
senatorarmstrong
- 2
- 0
Hello PF,
I am taking classical mechanics this fall and I am horrified.
I am just not sure if I have the mathematics background for the class. I am still finishing differential equations (about half way done) and I am almost done with calculus 3. The pre-requisite for the class is DE
Essentially, I have gone through all of "Essential Calculus" by James Stewart except for the vector calculus chapter. I know it's an important chapter. I intend on reading up on that last chapter prior to the start of the fall semester. I took a peak into my classical textbook and I saw that green's theorem and strokes' theorem were mentioned in the first chapter. The text I am using for classical is "Classical Dynamics of Particles" and Systems by Thornton.
For differential equations I have only gotten 4 chapters into "Fundamentals of Differential Equations" by Kent Nagle. Essentially, I have studied basic initial value problems, direction fields, separable equations, linear equations, exact equations, Euler's method, special integrating factor. I also studied linear second order equations. This includes homogeneous linear equations, auxiliary equations with complex roots, and non homogeneous equations. I have also deviated from the course slightly to study a chapter on mathematical models and numerical methods for solving first order equations. I did this because I missed physics and this chapter had a lot of it.
I would genuinely appreciate some honest feedback.
Thank you!
Jacob
I am taking classical mechanics this fall and I am horrified.
I am just not sure if I have the mathematics background for the class. I am still finishing differential equations (about half way done) and I am almost done with calculus 3. The pre-requisite for the class is DE
Essentially, I have gone through all of "Essential Calculus" by James Stewart except for the vector calculus chapter. I know it's an important chapter. I intend on reading up on that last chapter prior to the start of the fall semester. I took a peak into my classical textbook and I saw that green's theorem and strokes' theorem were mentioned in the first chapter. The text I am using for classical is "Classical Dynamics of Particles" and Systems by Thornton.
For differential equations I have only gotten 4 chapters into "Fundamentals of Differential Equations" by Kent Nagle. Essentially, I have studied basic initial value problems, direction fields, separable equations, linear equations, exact equations, Euler's method, special integrating factor. I also studied linear second order equations. This includes homogeneous linear equations, auxiliary equations with complex roots, and non homogeneous equations. I have also deviated from the course slightly to study a chapter on mathematical models and numerical methods for solving first order equations. I did this because I missed physics and this chapter had a lot of it.
I would genuinely appreciate some honest feedback.
Thank you!
Jacob