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| subject: | Re: ATM Mirror Grinder pictures |
From: "Frank Q" To: "Kenneth L. Hunter" , Reply-To: "Frank Q" Hi All Given the following: Spherometer diam = 3.5", this gives radius r = 1.75" Radius of Curv (8" F/8; FL = 64") R = 128" Use our old friend s = r^2 / 2R ...... gives: s = (1.75)^2 / 2x128 = 0.01196" What could be simpler ?? Cheers Frank Q ----- Original Message ----- From: "Kenneth L. Hunter" To: Sent: Thursday, July 24, 2003 2:08 PM Subject: Re: ATM Mirror Grinder pictures > > An easier way to do this would be to download my spherometer spreadsheet from: > > http://groups.yahoo.com/group/atm_free/files/Sphero/ > > Get the Sphero.zip file, unzip it, and from there it's easy! > > Ken Hunter > > > > "Dwight K. Elvey" wrote: > > > Hi > > I don't think your calculations are correct? For an > > 8" F8, my calculations say that a 3.5" diameter spherometer > > should read a little shy of .012". Here is my calculations: > > > > 8" f8 has a focal length of 8" * 8 = 64". This > > is a ROC of 2 * 64" = 128" > > > > Using right triangles and 3.5" I get the equation: > > > > (128 - x)^2 + (3.5/2)^2 = 128^2 > > > > This expands to: > > > > x^2 - 256*x + 3.0625 = 0 > > > > I used one one of the net quadratic equation calculators to > > get: > > > > x = 0.01196 > > > > See: > > > > http://www.math.com/students/calculators/source/quadratic.htm > > > > or use: > > > > x= ( -b +- sqroot(b^2-4ac) ) / 2a > > > > on your own calculator. > > > > Later > > Dwight > > > > >From: "James P Crombie" > > > > > >The .006" was with the 3.5" spherometer, if you calculate it out it > > >translate to about .048" across the 8" of the mirror. So I have another > > >.002" to go for an f8 > > > > > >Frank Q wrote: > > > > > >>Hi All > > >> > > >>An excellent effort. > > >> > > >>I have a question -- My recollections of grinding an 8" f/5 is that > > >>I could excavate much more than 0.006" in a few hours - does > > >>anybody else find this or is my memory rapidly failing? > > >> > > >>(I used 80 grit and a full sized plate glass tool) > > >> > > >>Cheers > > >>Frank Q > > >> > > >>----- Original Message ----- > > >>From: "James P Crombie" > > >>To: "Atm List" > > >>Sent: Wednesday, July 23, 2003 3:38 PM > > >>Subject: ATM Mirror Grinder pictures > > >> > > >> > > >> > > >> > > >>>Hello all > > >>>I did another couple of hours with the mirror grinding machine and got > > >>>the sagita to .006"(this is with a 3.5" spherometer not overall ) or a > > >>>ROC of 166" . I thought I would start with something easy like an 8"/f8 > > >>> > > >>>http://www.jamescrombie.com/temp/closeupmirror1.jpg > > >>>http://www.jamescrombie.com/temp/wideview1.jpg > > >>>http://www.jamescrombie.com/temp/mirrorgrinder1.avi (note 1.7mg) > > >>>http://www.jamescrombie.com/temp/mirrorgrinder2.gif (same as above > > >>>but will open in browser window) > > >>> > > >>>-- > > >>>------------------------------------------------------------------------- - > > >>> > > >>>James P Crombie > > >>> > > >>>Summerside Machinist > > >>>Prince Edward Island Amateur Astronomer > > >>>Canada 3D Designer > > >>> > > >>>E-mail jpcrombie{at}pei.eastlink.ca > > >>>Astronomy webpage http://www.jamescrombie.com > > >>>Rhinoceros 3D webpage http://www.jamescrombie.com/rhino/ > > >>>Mirror Grinder page http://www.jamescrombie.com/pics/ > > >>>------------------------------------------------------------------------- - > > >>> > > >>> > > >>> > > >>> > > >> > > >> > > >> > > >> > > > > > >-- > > >-------------------------------------------------------------------------- > > > > > >James P Crombie > > > > > >Summerside Machinist > > >Prince Edward Island Amateur Astronomer > > >Canada 3D Designer > > > > > >E-mail jpcrombie{at}pei.eastlink.ca > > >Astronomy webpage http://www.jamescrombie.com > > >Rhinoceros 3D webpage http://www.jamescrombie.com/rhino/ > > >Mirror Grinder page http://www.jamescrombie.com/pics/ > > >-------------------------------------------------------------------------- > > > > > > > > > > > > > --- BBBS/NT v4.01 Flag-5* Origin: Email Gate (1:379/100) SEEN-BY: 633/267 270 @PATH: 379/100 1 10/345 106/1 2000 633/267 |
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