multiple upper shock mount positions

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  • andy16
    Senior Member
    • Jul 2009
    • 310

    #1

    multiple upper shock mount positions

    how much would moving the shock 10 degrees from one upper postion to another change that "spring" keeping the ride height the same. going from more st8 up to more angle. i know itb be softer but is there a formula thanks
  • twisterf5
    Senior Member
    • May 2012
    • 334

    #2
    25lbs most of the time

    Comment

    • talclipse
      Senior Member
      • May 2007
      • 738

      #3
      I think what you are talking about is the angle correction formula (ACF).

      The formula is: ACF = cosine * angle of the shock

      You then multiple this times your spring rate and that will tell you what spring rate the car "sees".

      You can also use pro's calculator: http://www.proshocks.com/calcs/anglefirst.htm
      Last edited by talclipse; 01-08-2013, 07:35 AM.

      Comment

      • Matt49
        Senior Member
        • Jun 2007
        • 3123

        #4
        Originally posted by talclipse View Post
        I think what you are talking about is the angle correction formula (ACF).

        The formula is: ACF = cosine * angle of the shock

        You then multiple this times your spring rate and that will tell you what spring rate the car "sees".

        You can also use pro's calculator: http://www.proshocks.com/calcs/anglefirst.htm
        That gives you the effective spring rate at the point where the spring contacts the lower control arm. To get the true effective spring rate (what the wheel sees) you must multiply that by the square of the motion ratio.
        The motion ratio is the distance from the shock mount to where the control arm mounts to the chassis divided by the distance from the ball joint to where the control arm mounts to the chassis.
        So if you have 400 pound spring leaning in at 10 degrees, an 18 inch control arm, and the distance from the shock mount to where the control arm mounts on the chassis is 15 inches, the formula looks like this:
        Effective Spring rate = (spring rate)*((MR)^2)*(ACF)
        Effective spring rate = (400)*((15/18)^2)*(.985)
        Effective spring rate = (400)*(.694)*(.985)
        Effective spring rate = 273.4

        Comment

        • Matt49
          Senior Member
          • Jun 2007
          • 3123

          #5
          I also would like to make note that the ProShocks calculator is wrong.
          All that the tool does is take your desired spring rate and divide by the "number" that they provide in the chart to tell you the spring that you need. That would work okay if the numbers were right but they are not. Those numbers should be the cosine of the angle...clearly they are not.

          Comment

          • talclipse
            Senior Member
            • May 2007
            • 738

            #6
            Originally posted by Matt49 View Post
            I also would like to make note that the ProShocks calculator is wrong.
            All that the tool does is take your desired spring rate and divide by the "number" that they provide in the chart to tell you the spring that you need. That would work okay if the numbers were right but they are not. Those numbers should be the cosine of the angle...clearly they are not.
            I should have proof read the pro site a little better. Thanks for catching that!

            Comment

            • andy16
              Senior Member
              • Jul 2009
              • 310

              #7
              its like algebra 3 all over again lol, im glad u guys on top of that thanks for the help, i have multiple shock mounts on front and rear and im assuming i can move the shock angle instead of changing springs was that the idea behind this?

              Comment

              • 7uptruckracer
                Senior Member
                • May 2009
                • 1336

                #8
                The fronts could be if its a wide RF option car...so when you put the longer lower on you can keep your shock angle the same.

                Comment

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