• Visitors can check out the Forum FAQ by clicking this link. You have to register before you can post: click the REGISTER link above to proceed. To start viewing messages, select the forum that you want to visit from the selection below. View our Forum Privacy Policy.
  • Want to receive the latest contracting news and advice straight to your inbox? Sign up to the ContractorUK newsletter here. Every sign up will also be entered into a draw to WIN £100 Amazon vouchers!

Another large leak at Fukushima

Collapse
X
  •  
  • Filter
  • Time
  • Show
Clear All
new posts

    #11
    Originally posted by suityou01 View Post
    The angle from true vertical would equal the angle from true horizontal. This angle would give you a slice off the top (at the same angle to the container). You would cut a chord through the vessel at this angle and subtract the volume of this piece from the whole.

    And how do you calculate the volume?

    Comment


      #12
      Originally posted by OwlHoot View Post
      It isn't a GCSE-level question when it's tilted (less than 90 deg)

      It's as fiddly as hell even in an idealised situation with smooth internal sides. But if the tank has internal fittings or shape variations and suchlike its pretty much completely intractable and they'd be better off resorting to physical modelling/experimentation (preferably before they have to try that with radioactive liquid!)
      Mate, seriously, to be off by 100 gallons means you didn't even consider it. I'm sure you could include a margin for error to include internal anomalies.

      This really isn't rocket science
      Knock first as I might be balancing my chakras.

      Comment


        #13
        Originally posted by mudskipper View Post
        And how do you calculate the volume?
        Assuming a true cylinder then the volume of the whole would be PI * r * r * h.

        HTH
        Knock first as I might be balancing my chakras.

        Comment


          #14
          Originally posted by suityou01 View Post
          Assuming a true cylinder then the volume of the whole would be PI * r * r * h.

          HTH
          Yes, but the volume of the angled bit you've chopped off?

          Comment


            #15
            Originally posted by OwlHoot View Post
            It isn't a GCSE-level question when it's tilted (less than 90 deg)

            It's as fiddly as hell even in an idealised situation with smooth internal sides. But if the tank has internal fittings or shape variations and suchlike its pretty much completely intractable and they'd be better off resorting to physical modelling/experimentation (preferably before they have to try that with radioactive liquid!)
            Surely they can detect the bloody level as it's being filled?

            Comment


              #16
              Originally posted by mudskipper View Post
              Yes, but the volume of the angled bit you've chopped off?
              Mmm, bit trickier that one

              I assume they have google in Japan?

              Linky
              Knock first as I might be balancing my chakras.

              Comment


                #17
                Originally posted by jamesbrown View Post
                Surely they can detect the bloody level as it's being filled?
                It's not a brewing bucket
                Knock first as I might be balancing my chakras.

                Comment


                  #18
                  Originally posted by suityou01 View Post
                  Mmm, bit trickier that one

                  I assume they have google in Japan?

                  Linky
                  Not quite GCSE maths then.

                  Comment


                    #19
                    Originally posted by suityou01 View Post
                    It's not a brewing bucket
                    It's got a manhole in the top, it isn't a space shuttle

                    Comment


                      #20
                      How about this for a totally crazy idea.

                      Take one identical container. Fill to the brim on a level surface with clean water. Tilt to the same angle as the one in situ. Water gets spilled. Straighten up and measure what's left. Then only fill the one in situ with that amount?

                      Knock first as I might be balancing my chakras.

                      Comment

                      Working...
                      X