Lower harmonics of Planck constant
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From: Bruce Teller on 6 Mar 2010 18:51 Can someone please inform me what is the Planck time constant (not Planck length) and how to calculate lower harmonics of same in Hz (cps)? Bruce Teller
From: David Bernier on 6 Mar 2010 20:18 Bruce Teller wrote: > Can someone please inform me what is the Planck time constant (not > Planck length) and how to calculate lower harmonics of same in Hz > (cps)? > > Bruce Teller The Planck time is the time it would take light in a vacuum to travel a distance equal to the Planck length, derived by the naive method of long division or otherwise (I believe). As a starting place, I found this value for the Planck time constant: t_P = 5.39124 x 10^(-44) second. See e.g.: < http://physics.nist.gov/cgi-bin/cuu/Value?plkt|search_for=planck+time > . (Part of CODATA, fundamental physical constants and maybe other data). David
From: Bruce Teller on 6 Mar 2010 22:02 On Sat, 06 Mar 2010 20:18:52 -0500, David Bernier <david250(a)videotron.ca> wrote: >Bruce Teller wrote: >> Can someone please inform me what is the Planck time constant (not >> Planck length) and how to calculate lower harmonics of same in Hz >> (cps)? >> >> Bruce Teller > >The Planck time is the time it would take light in a vacuum >to travel a distance equal to the Planck length, derived by >the naive method of long division or otherwise (I believe). > >As a starting place, I found this value for the Planck time constant: > >t_P = 5.39124 x 10^(-44) second. > Thank you for your reply. However, being a distance student, I am unsure of how to derive harmonic frequencies from integers with a negative exponential power. Would you be so kind as to please provide just one example, say for a harmonic frequency of Planck time in the lower MHz range? It would be much appreciated. Bruce Teller
From: RussellE on 6 Mar 2010 23:50
On Mar 6, 7:02 pm, brucetel...(a)compudyne.com (Bruce Teller) wrote: > On Sat, 06 Mar 2010 20:18:52 -0500, David Bernier > > > > > > <david...(a)videotron.ca> wrote: > >Bruce Teller wrote: > >> Can someone please inform me what is the Planck time constant (not > >> Planck length) and how to calculate lower harmonics of same in Hz > >> (cps)? > > >> Bruce Teller > > >The Planck time is the time it would take light in a vacuum > >to travel a distance equal to the Planck length, derived by > >the naive method of long division or otherwise (I believe). > > >As a starting place, I found this value for the Planck time constant: > > >t_P = 5.39124 x 10^(-44) second. > > Thank you for your reply. However, being a distance student, I am > unsure of how to derive harmonic frequencies from integers with a > negative exponential power. > > Would you be so kind as to please provide just one example, say for a > harmonic frequency of Planck time in the lower MHz range? > > It would be much appreciated. A photon with a wavelength equal to Planck's length will have a frequency equal to Planck's time. Multiply Planck's time by an integer to get a harmonic frequency. 5.39124 x 10^(-44) second * 10^38 = 5.39124 x 10^(-6) second Photons with a frequency equal to Planck's time are essentially black holes. Russell - 2 many 2 count |