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Planck units

Max-Planck Unit for Structural Molecular Biology Notkestrasse 85, 22607 Hamburg, Germany... [Pg.299]

D) In Planck units, of interest to quantum gravity and to early cosmology, h = 1, as in the atomic units, but c = speed of light in vacuo = 1, and G = gravitational constant = 1. [Pg.27]

Re Entries [12] and [15], Refs. [12] and [15]) A condse listing of Planck units and other useful data, entitled "Some Useful Numbers in Conventional and Geometrized Units," is provided in the back endcover of Ref. [12], In this back endcover of Ref. [12] the Planck length is referred to as the Planck distance (elsewhere in Ref. [12] it is referred to as the Planck length) and the Planck power is referred to as the emission factor. Reference [12] cites Ref. [13] as the most important work in the derivation of the Planck system of units. Reference [15], like Ref. [12], cites Ref. [13]. Additionally, in Sect. 31.1, Ref. [15] gives a brief historical survey of works deriving the Planck system of units. Reference [15] extends the Planck system of units to also include Boltzmann s constant k. [Pg.226]

What about the tau protein, the chief component of the tangles, the other pathological trait of Alzheimer s disease In a 1995 study, Olaf Schweers and his colleagues at the Max Planck Unit for Structural Molecular Biology in Hamburg showed that the tau protein only coagulates when... [Pg.304]

The SI units of frequency are reciprocal seconds (s ) given the name hertz and the symbol Hz m honor of the nineteenth century physicist Heinrich R Hertz The constant of proportionality h is called Planck s constant and has the value... [Pg.520]

The smallest unit (packet) of electromagnetic energy (a photon) is related to frequency by the formula, E = hv, in which E is the energy and h is Planck s constant. Alternatively, the relation can be written, E = hc/A,. Frequency (v) is a number with units of cycles per second (cps, the number of times a wavefront passes a given point in unit time, sec ) and is given the name Hertz (Hz), Planck s constant is a fundamental number, measured in J sec or erg-sec. [Pg.117]

In the course of his research on electromagnetic waves Hertz discovered the photoelectric effect. He showed that for the metals he used as targets, incident radiation in the ultraviolet was required to release negative charges from the metal. Research by Philipp Lenard, Wilhelm Hallwachs, J. J. Thomson, and other physicists finally led Albert Einstein to his famous 1905 equation for the photoelectric effect, which includes the idea that electromagnetic energy is quantized in units of hv, where h is Planck s con-... [Pg.620]

Just as matter comes only in discrete units called atoms, electromagnetic energy is transmitted only in discrete amounts called quanta. The amount of energy, e. corresponding to 1 quantum of energy (1 photon) of a given frequency, v, is expressed by the Planck equation... [Pg.420]

Throughout this text, we will use the SI unit joule (J)> defined in Appendix 1, to express energy. A joule is a rather small quantity. One joule of electrical energy would keep a 10-W lightbulb burning for only a tenth of a second. For that reason, we will often express energies in kilojoules (1 kj = 103 J). The quantity h appearing in Planck s equation is referred to as Planck s constant... [Pg.135]

With the onset of World War 11, politics began to interfere with his research. Debye was actually forbidden to enter the Max Planck Institute which he directed because he refused to accept German citizenship. Despite obstruction by the German government, he left Germany by way of Italy and came to the United States. In 1940 he was appointed professor of chemistry and head of the department of chemistry at Cornell University. Six years later, he became an American citizen. During the war years his research turned toward the structure and particle size of high polymers. [Pg.320]

Finally, we shall almost always use natural units in which c, the velocity of light, mid ft Planck s constant divided by 2it are set equal to one. In this system of units, energy, mass, inverse length, and inverse time all have the same dimension. [Pg.492]

The flux ( J ) is a common measure of the rate of mass transport at a fixed point. It is defined as the number of molecules penetrating a unit area of an imaginary plane in a unit of time, and has the units of mol cm 2 s-1. The flux to the electrode is described mathematically by a differential equation, known as the Nemst-Planck equation, given here for one dimension ... [Pg.5]

If the emissive power E of a radiation source-that is the energy emitted per unit area per unit time-is expressed in terms of the radiation of a single wavelength X, then this is known as the monochromatic or spectral emissive power E, defined as that rate at which radiation of a particular wavelength X is emitted per unit surface area, per unit wavelength in all directions. For a black body at temperature T, the spectral emissive power of a wavelength X is given by Planck s Distribution Law ... [Pg.439]

Measuring and Using Numbers The slope calculated in step 5 on page 35 is an estimate of Planck s constant (h), one of the fundamental constants of nature. Recalling that one hertz is one cycle per second, or 1/s, the slope has units of J X s. Record your experimentally determined value of Planck s constant below and compare it to the accepted value of 6.626 X 10- 34 J s. [Pg.36]

All equations given in this text appear in a very compact form, without any fundamental physical constants. We achieve this by employing the so-called system of atomic units, which is particularly adapted for working with atoms and molecules. In this system, physical quantities are expressed as multiples of fundamental constants and, if necessary, as combinations of such constants. The mass of an electron, me, the modulus of its charge, lei, Planck s constant h divided by lit, h, and 4jt 0, the permittivity of the vacuum, are all set to unity. Mass, charge, action etc. are then expressed as multiples of these constants, which can therefore be dropped from all equations. The definitions of atomic units used in this book and their relations to the corresponding SI units are summarized in Table 1-1. [Pg.21]


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