The square root function is not used to turn filter factors into f/stops or visa versa? I think this has caused some confusion before. The conversion can be done using the following: x = 2^N log(x) = log(2)*N N = log(x)/log(2) where x is the filter factor and N is the amount of stops. Regards Ralph W. Lambrecht http://www.darkroomagic.com On 2006-10-02 05:43, "Richard Knoppow" <dickburk@xxxxxxxxxxxxx> wrote: > > ----- Original Message ----- > From: "BertS" <aasainz@xxxxxxxxxxxxx> > To: <pure-silver@xxxxxxxxxxxxx> > Sent: Sunday, October 01, 2006 3:31 PM > Subject: [pure-silver] Re: estimating filter factor: gray > card? > > >> Shannon Stoney wrote: >>>> In a message dated 9/30/2006 7:35:49 P.M. Eastern >>>> Daylight Time, sstoney@xxxxxxx writes: >>>> >>>> >>>> >>>> *"As I understand it, if the filter factor is 2X, >>>> you open up a >>>> full stop,"* or you double the exposure time. So, >>>> opening up a >>>> third of a stop would be the same as multiplying the >>>> time by 1.3. >>>> For example: let's say the exposure at f/64 should >>>> be 6 seconds, >>>> without the filter. With the filter, it would be 8 >>>> seconds, or 6 >>>> times 1.33 >>>> >>>> Shannon, >>>> No, if the filter factor is 2 x you would open 1.41 >>>> stop not 1, >>> >>> >>> !!!! This is very confusing. Why do they call the filter >>> factor 2 if it's really 1.4? >>> >>> --shannon >> >> It is not only confusing but also wrong. A filter factor >> of 2 means that it requires twice the exposure, so you >> open up one stop. So, if the metered exposure is f/5.6 you >> would open up to f/4. Notice that 5.6 divided by 5 is 1.4. >> The ratio of any two consecutive f-stops is 1.4 but that >> does not mean that you open up 1.4 stops. You open up one >> stop which is the same as dividing the f-number by 1.4. >> >> So, a filter factor of 2 means give twice the exposure or >> one stop. A filter factor of 4 means to give four times >> the exposure or two stops. A filter factor of 8 means to >> give eight times the exposure or three stops. >> >> So, a 0.30 neutral density filter has a filter factor of >> two which means it cuts the light down by one half so it >> has a filter factor of 2. A 0.6 ND cuts the light to one >> quarter of the original amount so it has a filter factor >> of 4. etc, etc, etc. When using colored filters things >> get complicated since the filter factors are >> approximations and depend on the color of the light, the >> color of the subject matter and the spectral sensitivity >> of the film. So, filter factors for colored filters are an >> attempt to express the absorption of the filter assuming >> the absorption of the filter as if it were a ND filter for >> a given light color and an average subject matter color. >> They are also just starting points and require the >> photographer to think about what is going on. >> >> Bert >> > It might be clarifying to note that the light gathering > power of a lens is proportional to its area. Since the area > varies as to the square of the diameter f/stops are square > law. Opening up one stop, that is, doubling the amount of > light admitted by the lens requires increasing the diameter > of the lens opening by the square root of 2, or 1.414. > Filter factors are given as the amount of increase in light > needed to compensate for the filter. This is directly > proportional to exposure time but the square root must be > used to translate it to iris diameter or stops. > > --- > Richard Knoppow > Los Angeles, CA, USA > dickburk@xxxxxxxxxxxxx > > ============================================================================== > =============================== > To unsubscribe from this list, go to www.freelists.org and logon to your > account (the same e-mail address and password you set-up when you subscribed,) > and unsubscribe from there. ============================================================================================================= To unsubscribe from this list, go to www.freelists.org and logon to your account (the same e-mail address and password you set-up when you subscribed,) and unsubscribe from there.