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Machinists can earn higher salaries by gaining more skills and experience in their field. While there isn’t necessarily a clear path to advancement in the machinist trade, you may eventually be able to open your own machine shop. However, this is less common. One of the main downsides of the skilled trades is the lack of advancement and growth potential.

If you like working with your hands and seeing the direct fruits of your labor, a career as a machinist is a great fit. Additionally, the field does not require any formal education, as machinists typically complete extensive on-the-job training. However, as with many skill trades, growth potential may be limited.

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Between 2020 and 2030, the BLS projects 7% job growth for machinists and tool and die makers. This translates to nearly 30,000 new jobs in the field. The agency projects 8% job growth for machinists, specifically, a rate comparable to the average for all occupations during that period.

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Oh I see… if the weights are giving a value outside of 0 to 1, I don’t think Slerp is the right option. Slerp will only give a position on the circle between the 2 input positions.

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Unlike Unity Answers, forum threads are expected to wander. Some people wanted to talk about weighted averages and outside-bounds lerps, which is fine. Of course, it’s also fine for you to try to get people to come back to your problem. To me, it sounds like settling on a solution too quickly. I often want to make something “go in the correct direction”, quickly pick math, solve it, and when it gives odd results, realize “the correct direction” wasn’t what I assumed it was.

Ok so it seems that I found a decent solution. Basically Im calculating the Sin / Cos of the angle between the first normal and the interpolated normal and Im adding this value to the interpolated point (centroid), in the direction of the interpolated normal.

Machinists are usually categorized into three main classes: A, B, and C. These classifications depend on your experience, skill level, and overall knowledge. “C” machinists usually need supervision from “A” machinists, while “B” machinists can perform more work on their own.

Hello, i have two points A and B that stay on a known circumference (I know its radius). Now Im making a linear weighted interpolation in this way:

Machinists can increase their salary by continuing to gain experience in their field. There is no logical next step on the career ladder for machinists, so the best way to advance is often to learn new skills and hone foundational abilities. This way, you can advance from the entry-level designation (“C” machinists) to the highest level (“A” machinists).

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But calculating centroids is easy (it’s just the average of all the points in the set), so if you want to interpolate between the centroids of two collections, that sounds straightforward.

Pretty sure for Vector3.Slerp(A,B,T), A and B are interpreted as directions from the center of the circle, not world positions. Return value should too be a direction relative from the center as well.

Circularinterpolationprogram example

Like if you say “I want a mixture of these two things, where the first one is given twice as much weight as the second” then you have interpolation weights of 2 and 1 respectively.

It’s funny, since before Unity existed everyone know Lerp and Slerp can go past either end. But I think going 110% of the way from A to B confused game designers, so they liked the normal version being clamped.

There might be faster ways to do it taking advantage of the fact that you know A-C and B-C have equal magnitude, but I couldn’t list them off-hand. Unless you are doing this calculation thousands of times per frame, you probably won’t notice any efficiency difference.

One possible way to do that is to provide the center of the circle; call it C. Then I believe C + Slerp(A-C, B-C) should give you the answer you want. (Notice that if C is the origin, this is the same as just Slerp(A, B).)

Oh I see… if the weights are giving a value outside of 0 to 1, I don’t think Slerp is the right option. Slerp will only give a position on the circle between the 2 input positions.

The two points A and B do not, by themselves, uniquely define a circle. (There are infinite possible circles that intersect both points.) So in the general case, you need enough extra information to determine which circle you want to interpolate along.

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Unfortunately, this is not enough cause my case in actually 3D, not 2D. So i have several contact points instead of one single point A and several contact points instead of one single point B. Ideally, I should have to make the centroid of the points in A, then the centroid of the points in B and finally the circular interpolation between the two centroid. Unfortunately, this is not straightforward cause its not easy / possible to manage two sets of contact points in a 3D collision in Unity. Anyway, I have to investigate better, cause all points in A and B shares the same normal.

According to the BLS, machinists earned a median annual salary of $45,840 in May 2020. During the same period, there were 363,000 people employed as machinists in the U.S. The agency projects 28,800 new positions will be created between 2020 and 2030.

But calculating centroids is easy (it’s just the average of all the points in the set), so if you want to interpolate between the centroids of two collections, that sounds straightforward.

May I ask what is it that you want to use this for? is it like to chop a part of the circle, make an object go throw it’s curve when it collides, or what? I think knowing more about the context may help understand what are the limitations and challenges.

Machinists typically work in machine shops and manufacturing plants. They generally work a traditional, 40-hour-week schedule. Due to their proximity to large machines, these professionals are at risk for injuries and accidents. As a machinist, you must wear protective equipment like safety goggles and follow procedures to keep yourself safe.

According to the BLS, machinists usually spend their time constructing single parts as part of the larger process, while tool and die makers make multiple parts used in the process.

According to the BLS, the machinists who adapt to improved technology systems are likely to see the best job prospects during the next decade. Over the next ten years, workers retiring and moving into different industries should account for most of the new job openings for machinists.

If you enjoy working with your hands, seeing the tangible results of your efforts, and crafting useful items, then a career as a machinist could be a good fit. These professionals create precision metal tools and parts for several industries through computer and mechanical technology.

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Machinists earned a median annual salary of $45,840 in May 2020, according to the BLS. The top industry for these professionals is transportation equipment manufacturing, in which machinists earned a median annual salary of $49,370 during the same period.

In order to use Vector3.Slerp, I have to normalize the weights (a and b) cause T is [0,1]. Im sorry for the silly question, but how to do this? I cant find a solution…

Between 2020 and 2030, the Bureau of Labor Statistics (BLS) projects 8% job growth for machinists, who earned a median annual salary of $45,840 in May 2020. If you’re considering a career in this field, read on to learn more about how to become a machinist.

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I don’t believe I made any assumptions regarding the number of dimensions in my solution. I’m not sure what you mean by “contact points”.

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On a day-to-day basis, machinists must read and interpret sketches, blueprints, and computer-aided design files to understand what they must make. They must set up their tools and use them to shape parts per the specifications they received. At the end of the process, they must smooth down any imperfections from the cutting process and present their finished products to their clients.

A “weighted average” will give a value in the allowed range, you just need to convert it. As I said above, weights A and B give you a value T = B / (B+A), which will always be in the range [0, 1] provided that A and B are nonnegative.

Slerp isn’t suitable for world-space positions, you’ll want to move the positions into the local space of your circle by subtracting the position of the center of the circle from them.

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Tool and die makers also fix, assemble, and fine-tune machines used when creating these precision parts. Dies are specific tools used to shape, form, and cut metals and other unyielding materials.

Finally, you can convert your new position on the circle to world space by adding the center position of the circle to the local position of the new point.

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I don’t believe newlife is talking about normalizing the vectors, but about normalizing the weights used for interpolation.

Machinists use computer and mechanical technology to create precision metal tools and parts. They often create these parts for the transportation and automotive service industries. These professionals usually work full time during regular business hours at machine shops and manufacturing plants, although longer hours may be required during busy times.

One possible way to do that is to provide the center of the circle; call it C. Then I believe should give you the answer you want. (Notice that if C is the origin, this is the same as just Slerp(A, B).)

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You can normalize a vector by just accessing it’s “.normalized” value. You can also get a normalized vector by dividing the vector by it’s length (which you know, since it’s the circle radius). However, I don’t think you’re heading in the right direction with that train of thought.

The interpolated normal is represented by dotted yellow lines (interpolated between the two normals in A and in B), the centroid is represented by the points a1, a2, a3 (interpolated between the two points A and B). contatcs[0].normal is the normal of the first contact point (in this case A). Let me know what you think about this solution.

Maybe it would be a better idea to convert those vectors to angles, multiply the angles by their weights, combine them, then convert the output angle back to a vector.

As you can see, there are two set of contact points managed via onCollisionStay. Im using a custom contact point manager in order to have more control on these points (taken from https://discussions.unity.com/t/541083/5 ) modified in order to make the centroid of all contact points. Its working, but as for the question of this thread, its basically a linear interpolation of ALL the contact points, while I would like to obtain a circular interpolation between the two centroids.

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CircularInterpolationprogram example PDF

I don’t believe newlife is talking about normalizing the vectors, but about normalizing the weights used for interpolation.

Thank you for the replies. In order to use Vector3.Slerp, I have to normalize the weights (a and b) cause T is [0,1]. Im sorry for the silly question, but how to do this? I cant find a solution…

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I don’t believe I made any assumptions regarding the number of dimensions in my solution. I’m not sure what you mean by “contact points”.

I need this to find the correct contact points for a rgidbody wheel Im using for my vehicle simulation. So the circle in actually is a 3D cylinder, so when there are two different contact area, and I should make the centroid of the first set of contact points, then the centroid of the second area and the a circular interpolation between the two centroids. Right now Im making a centroid of ALL the contact points (so actually a linear interpolation between all the points), now Im trying to convert the result to a circular interpolation. The easiest way to solve this would be to calculate two different centroid for the two different set of contact points, but in Unity is not easy to manage separately these two sets.

Oh I see… if the weights are giving a value outside of 0 to 1, I don’t think Slerp is the right option. Slerp will only give a position on the circle between the 2 input positions

Some machinists make a lot of one type of part, while others craft one-of-a-kind parts or work in small batches. Machinists must understand and follow safety procedures, as they work closely with dangerous equipment each day.

where a and b are the weights. I would like to make a circular interpolation, that is M should always be a point of that circumference. Which is the fastest way to do this?

Mostly correct. They are interpreted as positions in the local space of the circle. Both the local direction and length of the vectors are interpolated, so the final output is a local space position, not a direction. In this case, you need to convert the inputs to local space before the slerp, and the output to world space after the slerp. I’ll explain below.