Quaternions

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ClymAngus
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Quaternions

Post by ClymAngus »

I was looking for a way to quickly calculate quaternions for singular and 2 stage rotations.

Taking a look on the website I boiled down and weaponized the equations into a spread sheet. It's a little specialized I know but it saves dicking around for half an hour with a calculator.

www.crimsonforge.co.uk/cloister/Quaternion.xls
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Eric Walch
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Re: Quaternions

Post by Eric Walch »

ClymAngus wrote:
I was looking for a way to quickly calculate quaternions for singular and 2 stage rotations.
You could look in BuoyRepair.oxp. In the script buoyRepair.js in the function this.addStation = function() I manipulate the station by rotating it in such a way that it orients to the planet as wel as to the main station.

I hope you can use these examples
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ClymAngus
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Re: Quaternions

Post by ClymAngus »

Eric Walch wrote:
ClymAngus wrote:
I was looking for a way to quickly calculate quaternions for singular and 2 stage rotations.
You could look in BuoyRepair.oxp. In the script buoyRepair.js in the function this.addStation = function() I manipulate the station by rotating it in such a way that it orients to the planet as wel as to the main station.

I hope you can use these examples
Cool. I wasn't thinking real time (I just need it to enhance some ship views so the spread sheets fine but, I'll take a look it's a very useful thing.
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Frame
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Post by Frame »

this might be of help for real time, it will orientate a ship toward the targetObject

Code: Select all


//for pre 1.73
this.aship.setOrientation(this.aship, this.orientationTo(targetObject))
//for after 1.73
this.aship.orientation(this.aship, this.orientationTo(targetObject))


this.orientationTo = function(centre, targetObject)
{	
        let vectorToTarget = targetObject.position.subtract(centre.position)
        let forwardVector = centre.orientation.vectorForward() 
        let angle = forwardVector.angleTo(vectorToTarget)
        let cross = forwardVector.cross(vectorToTarget).direction()
        let q = this.rotateQ(centre.orientation, cross, -angle)
        return q
}
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