Dynamic simulation of spherical mechanisms

Dynamic simulation of spherical mechanisms

shashank.sharmaXY9H6
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Message 1 of 11

Dynamic simulation of spherical mechanisms

shashank.sharmaXY9H6
Participant
Participant

Hey all. I'm trying to simulate a four bar spherical linkage. It is working alright in the assembly mode i.e. dragging the links moves the mechanism in predictable ways. However, when I go to the Dynamic simulation environment, the mechanism is always overconstrained. I'm at a loss on how to apply all the constraints so that it animates. I've tried revolute joint, spherical joint, point-line joint, etc but unsuccessful. Can some please guide me? Thanks.

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Message 2 of 11

WHolzwarth
Mentor
Mentor

IAM is not enough, attach your IPTs, too. Best way is zipping them all into one file.

Walter Holzwarth

EESignature

Message 3 of 11

shashank.sharmaXY9H6
Participant
Participant

Hey! I've included the .ipt and .iam together in a zip file. Please have a look.

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Message 4 of 11

shashank.sharmaXY9H6
Participant
Participant

zip files

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Message 5 of 11

shashank.sharmaXY9H6
Participant
Participant

Still haven't found a solution. Anyone has any ideas?

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Message 6 of 11

JDMather
Consultant
Consultant
Accepted solution

See Attached.


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Message 7 of 11

JDMather
Consultant
Consultant

Where did you go?  I was going to recommend you for a job opportunity.


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Message 8 of 11

shashank.sharmaXY9H6
Participant
Participant

Hey JDMather,

Your solution works perfectly. Its really interesting how you constrained each degree-of-freedom to fully constrain a spherical mechanism even though its actually an over-constrained spatial mechanism according to Chebychev–Grübler–Kutzbach criterion. Thank You! Do let me know about the opportunity you had in mind.

 

For others who might be interested in simulating a spherical four-bar, use the following mating/constraining strategy:

(Assuming fixed base link)

Constraint 1: Spherical constraint between base and input link. (-3 mobility for input link)

Constraint 2: (Fixed Pivot 1) point-axis constraint between base and input link. (-2 mobility for input link)

Constraint 3: Spherical constraint between base and output link. (-3 for output link)

Constraint 4: (Fixed Pivot 2) point-axis constraint between base and output link. (-2 mobility for output link)

Constraint 5: (Moving Pivot 1) axis-axis constraint between input and coupler link. (-4 mobility for coupler)

Constraint 6: (Moving Pivot 2) point-point constraint between output and coupler link. (-2 mobility for coupler, -1 for output link)

 

If it doesn't work out the first time focus on the last constraint. Don't imposing spherical constraint between base-coupler link because it will make the mechanism over-constrained.

 

 

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Message 9 of 11

JDMather
Consultant
Consultant

@shashank.sharmaXY9H6 wrote:

Do let me know about the opportunity you had in mind.


The position has been filled a couple of weeks ago.

This looks like an interesting mechanism - you have a picture of the full real-world mechanism that you can share?  What is the purpose of the mechanism?


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Message 10 of 11

shashank.sharmaXY9H6
Participant
Participant

I'm exploring the use of spherical mechanisms in my research. They can have considerable application in origami-based folding mechanisms. Here's an article on using spherical mechanism to model a scissor door. Check it out.

https://mechanicaldesign101.com/2013/01/26/spherical-watt-i-six-bar-linkage/

 

Message 11 of 11

JDMather
Consultant
Consultant

Thanks for the link. 


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