Understanding how to intelligently apply <kd> and <kp> to solve acryllic legs from wildly oscillating.
Revising/input on DRL/DDPG theory section and possibly methods section if complete.
It is really imperative that I at least get the theory completed before this meeting
It is 90% imperative that I get the theory section completed before this meeting.
Discussing timeline of the next two weeks and mentioning how I need to work for a few more days before getting graphable results.
Talking about if slides that are due on 2024-03-24 and if I need to be including physics slides there -- what's the policy for that?
:robot: Meeting w JJ
I may need to add friction coefficients to my links -- JJ sent me hyperlinks over discord
Feedback from DRL part of the paper
Method of approach -> Gazebo could include how I got started with gazebo and how I set up the simulation, including information about libraries used and perhaps types of behavior.
I need to show what the elements are from the simulation
Because the simulated environment is an outcome of my work, I will need to write about it in the results section. I will need to talk about the theoretical setup of my work in the method of approach section.
Putting my experimental design in the results, because it will go adjacent to my evaluation of my project
Talking about the graphs that I make in my results section, because it is a way in which I can validate it.
CIS slide are due on the 24th of march, but I can complete the Physics slides at a slightly later date, including the introduction.
In terms of the paper, JJ says I should focus on finishing each component first, and then, if I have time before the deadline, I can go back and add to some of the sections after the deadline, such as literature review.
I should write about my results, regardless of their quality, before 2024-03-22 in order to have a "finished" comp. JJ encouraged me to do so.
Understanding inertial tensors and why the off-diagonal elements are $I_{xy} = -m \intV xy \text{d}V$ (I understand why the diagonal elements are $I{xx} = m \int_V (y^2 + z^2)\text{d}V$.
Getting intuition for rotational matrices aside from transforming basis vectors.
Establishing ideas of what might come up in the oral
Talking about if I need to enhance the discussion on Einstein coefficients before the oral
Talking about other theory that needs to be added before paper is due.
Talking about if slides that are due on 2024-03-24 and if I need to be including physics slides there -- what's the policy for that?
:robot: Meting w JJ
<kd>
and<kp>
to solve acryllic legs from wildly oscillating.2024-03-24
and if I need to be including physics slides there -- what's the policy for that?:robot: Meeting w JJ
2024-03-22
in order to have a "finished" comp. JJ encouraged me to do so.