this post was submitted on 23 Jun 2023
0 points (NaN% liked)
Autism
6857 readers
12 users here now
A community for respectful discussion and memes related to autism acceptance. All neurotypes are welcome.
We have created our own instance! Visit Autism Place the following community for more info.
Community:
Values
- Acceptance
- Openness
- Understanding
- Equality
- Reciprocity
- Mutuality
- Love
Rules
- No abusive, derogatory, or offensive post/comments e.g: racism, sexism, religious hatred, homophobia, gatekeeping, trolling.
- Posts must be related to autism, off-topic discussions happen in the matrix chat.
- Your posts must include a text body. It doesn't have to be long, it just needs to be descriptive.
- Do not request donations.
- Be respectful in discussions.
- Do not post misinformation.
- Mark NSFW content accordingly.
- Do not promote Autism Speaks.
- General Lemmy World rules.
Encouraged
- Open acceptance of all autism levels as a respectable neurotype.
- Funny memes.
- Respectful venting.
- Describe posts of pictures/memes using text in the body for our visually impaired users.
- Welcoming and accepting attitudes.
- Questions regarding autism.
- Questions on confusing situations.
- Seeking and sharing support.
- Engagement in our community's values.
- Expressing a difference of opinion without directly insulting another user.
- Please report questionable posts and let the mods deal with it. Chat Room
- We have a chat room! Want to engage in dialogue? Come join us at the community's Matrix Chat.
.
Helpful Resources
- Are you seeking education, support groups, and more? Take a look at our list of helpful resources.
founded 1 year ago
MODERATORS
you are viewing a single comment's thread
view the rest of the comments
view the rest of the comments
It's physics for computers, specifically the Direct Stiffness Method. The formal definition of what you send into a computer for stress analysis involves a whole lot of matrixes. You turn a structure into tiny little nodes not unlike pixels or voxels. Each point can be connected to other elements, and these connections have unique internal linear or twisting "stiffness", like a spring has. Think how a spring and a stick of wood resist squishing and bending. They can be expressed as one massive square (important!) matrix. The equation in the third panel is essentially a mega version of Hooke's law:
F = ku
"The vector of forces on the nodes = the matrix containing all information of the stiffness of the connections * the vector of positions of the nodes".
This is a linear algebra problem, the easiest type of problem for a computer with a GPU. We can insert the known positions and forces on the bridge and solve for all unknown positions. If a truss on a bridge is calculated to experience too much force than it can handle, you can say that the bridge will fail under those conditions.
Oh I should have guessed.