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Encyclopedia results for Orders of magnitude (frequency)

Orders of magnitude (frequency)





Encyclopedia results for Orders of magnitude (frequency)

  1. Orders of magnitude (pressure)

    Refimprove date February 2008 This is a tabulated listing of the orders of magnitude in relation to pressure expressed in pascal unit pascals . class wikitable Magnitude style width 100px Pressure Pounds per square inch lbf in sup 2 sup or Decibel Acoustics dB Item 10 su p 17 Pa div id 10aPa div 10 aPa Pressure in outer space in Void astronomy intergalactic voids the lowest pressure ever measured ref name ccmr vacuum cite web last Li first Yulin title The ins and out of man made and natural vacuums url http www.ccmr.cornell.edu education ask index.html?quid 1026 work Ask A Scientist publisher Cornell Center for Materials Research accessdate 1 January 2012 quote 10 19 torr ref ref Calculated 1e 19 torr 133 Pa torr 1e 17 Pa ref 10 su p 15 Pa div id 1fPa div 1 10 fPa Pressure in outer space between stars in the Milky Way ref name ccmr vacuum ref Calculated 1e 17 torr 133 Pa torr 1e 15 Pa ref 10 su p 12 Pa div id 1pPa div 1 pPa Lowest pressure obtained in laboratory conditions ref name thompson Cite journal volume 14 issue 1 pages 643 645 last Thompson first W. title Characteristics of a cryogenic extreme high vacuum chamber journal Journal of Vacuum Science and Technology year 1977 doi 10.1116 1.569168 ref harv bibcode 1977JVST...14..643T ref rowspan 2 10 su p 11 Pa div id 10pPa div 40 pPa Atmosphere of the Moon at lunar day, ref name atm moon cite book title Lunar sourcebook year 1991 publisher Cambridge University Press isbn 0521334446 chapter The lunar environment quote The undisturbed gas concentration is only about 2x10 5 molecules cm 3 during the lunar night, falling to perhaps 10 4 molecules cm 3 during the lunar day. ref ref name WAMoon cite web title WikiAnswers url http wiki.answers.com Q What is atmospheric pressure on the moon accessdate 2009 09 26 ref very approximately 4 10 sup 11 sup Pa Citation needed date December 2011 rowspan 2 10 su p 10 Pa div id 100pPa ... reflist 35em orders of magnitude wide Category Units of pressure Category Orders of magnitude Pressure ...   more details



  1. Orders of magnitude (numbers)

    pub math numbers.html Notable properties of specific numbers orders of magnitude wide DEFAULTSORT Orders Of Magnitude Numbers Category Orders of magnitude Numbers Interwiki fr Ordre de grandeur ... symbols including spaces and punctuation. The magnitude of the resulting number is found by taking ... 10 , 10 10 34 math , order of magnitude of an upper bound that occurred in a Skewes number proof of Skewes ... , order of magnitude of another upper bound in a proof of Stanley Skewes Skewes . Mathematics Moser ...   more details



  1. Orders of magnitude (specific heat capacity)

    1 2 sup 15 sup style text align right orders of magnitude wide DEFAULTSORT Orders Of Magnitude Specific Heat Capacity Category Orders of magnitude Specific Heat Capacity it Ordini di grandezza capacit ...Unreferenced date December 2009 This is a table of specific heat capacity specific heat capacities by magnitude . Unless otherwise noted, these values assume standard ambient temperature and pressure . class wikitable List of orders of magnitude for specific heat capacity Factor Value  joule J kilogram kg small sup &minus 1 sup small kelvin K small sup &minus 1 sup small Item rowspan 2 2 sup 6 sup style text align right 94 Radon style text align right 120 Uranium rowspan 9 2 sup 7 sup style text align right 129 Gold rowspan 2 style text align right 130 Iridium Osmium style text align right 139 Mercury element Mercury style text align right 145 Iodine style text align right 158 Xenon style text align right 240 Caesium style text align right 246 Ethanol style text align right 248 Krypton rowspan 8 2 sup 8 sup style text align right 363 Rubidium style text align right 377.48 Brass style text align right 385 Copper style text align right 420 Cobalt style text align right 444 Iron rowspan 2 style text align right 480 Bromine Chlorine style text align right 502 Diamond rowspan 6 2 sup 9 sup style text align right 520 Argon style text align right 677 Glass style text align right 720 Graphite style text align right 757 Potassium style text align right 824 Fluorine style text align right 900 Aluminium rowspan 4 2 sup 10 sup style text align right 1030 Neon style text align right 1230 Sodium style text align right 1660 Pentane style text align right 2000 Oil rowspan 4 2 sup 11 sup style text align right 2060 Ice 0 C style text align right 2100 Coconut oil style text align right 3582 Lithium style text align right 3767 Heavy water rowspan 3 2 sup 12 sup style text align right 4186 Water style text align right 4700 Ammonia liquid style text align right 5193 Helium rowspan 1 2 sup ...   more details



  1. Orders of magnitude (specific energy density)

    indeterminate matter and antimatter See also Energies per unit mass References references orders of magnitude wide Category Orders of magnitude Specific Energy Density Category Energy zh ...   more details



  1. Magnitude

    wiktionary magnitude Magnitude may refer to In mathematics Magnitude mathematics , the relative size of a mathematical object Magnitude vector , a term for the size or length of a vector Scalar mathematics , a quantity defined only by its magnitude Euclidean vector , a quantity defined by both its magnitude and its direction Order of magnitude , the class of scale having a fixed value ratio to the preceding class In astronomy Magnitude astronomy , a measure of brightness and brightness differences used in astronomy Apparent magnitude , the apparent brightness of a celestial object as observed from Earth Absolute magnitude , the brightness of a celestial object corrected to a standard luminosity distance Photographic magnitude , the brightness of a celestial object corrected for photographic sensitivity, symbol m sub pg sub Magnitude of eclipse or geometric magnitude, the size of the eclipsed part of the Sun during a solar eclipse or the Moon during a lunar eclipse As an earthquake unit of measure Richter magnitude scale , a measure of the energy of an earthquake Moment magnitude scale , an alternative to the Richter scale for measuring earthquakes Surface wave magnitude In popular culture Magnitude Community Magnitude , a recurring character from the television series Community disambig ca Magnitud de Magnitude es Magnitud eo Magnitudo fr Magnitude it Magnitudine he lt Magnitud nds Magnitude pt Magnitude scn Magnit dini simple Magnitude sl Magnituda fi Magnitudi ...   more details



  1. Orders Is Orders

    Infobox film name Orders Is Orders image image size alt caption director Walter Forde producer Michael Balcon writer Leslie Arliss narrator starring Charlotte Greenwood br James Gleason br Cyril Maude music cinematography Glen MacWilliams editing Derek N. Twist studio distributor Gaumont Film Company released Start date 1934 05 04 runtime 88 minutes country Cinema of the United Kingdom United Kingdom language budget gross preceded by followed by Orders Is Orders is a 1934 in film 1934 British comedy film starring Charlotte Greenwood , James Gleason and Cyril Maude about an American film crew who move into a British army barracks to start making a film, much to the commander s horror. Much of the film concerns the interaction between the American crew and the British officers. ref http www.imdb.com title tt0024419 ref It was remade in 1954 as Orders Are Orders starring Peter Sellers , Sid James and Tony Hancock . References reflist External links imdb title id 0024419 title Orders Is Orders CinemaoftheUK Walter Forde Category 1934 films Category 1930s comedy films Category British films Category English language films Category Films directed by Walter Forde 1930s UK film stub ...   more details



  1. Orders Are Orders

    Infobox Film name Orders Is Orders Commented out because image was deleted image Ohmr porter.jpg image size caption director David Paltenghi writer Anthony Armstrong writer Anthony Armstrong br Ian Hay narrator starring Peter Sellers br Tony Hancock br Sid James distributor British Lion Film Corporation released October 1954 runtime 78 minutes country Film UK language English budget preceded by followed by Orders Are Orders is a 1954 British comedy film directed by David Paltenghi , and featuring Peter Sellers , Sid James , Tony Hancock , Raymond Huntley , Donald Pleasence and Eric Sykes . It was a remake of the 1933 film Orders Is Orders . ref imdb title id 0047310 title Orders Are Orders ref Synopsis A film production company decides to make a new science fiction film in an army barracks , using the soldiers as extras. This does not go down well with the commanding officer, who attempts to make life as difficult as possible for the film crew. Cast Brian Reece   &mdash Captain Harper Margot Grahame   &mdash Wanda Sinclair Raymond Huntley   &mdash Colonel Bellamy Sid James   &mdash Ed Waggermeyer Tony Hancock   &mdash Leuitenant Wilfred Cartroad Peter Sellers   &mdash Private Goffin Clive Morton   &mdash General Sir Cuthbert Grahame Foxe June Thorburn   &mdash Veronica Bellamy Maureen Swanson   &mdash Joanne Delamere Peter Martyn   &mdash Leuitenant Broke Bill Fraser   &mdash Private Slee Edward Lexy   &mdash Captain Ledger Barry MacKay actor Barry MacKay   &mdash RSM Benson Donald Pleasence   &mdash Corporal Martin Eric Sykes   &mdash Private Waterhouse Leonard Williams actor Leonard Williams   &mdash Corporal Smithers Media Releases The film was released on DVD region code region two DVD in 2007. ref http www.amazon.co.uk dp B000OMCIMM ref References references External links imdb title 0047310 Orders Are Orders Category 1954 films Category 1950s comedy films Category British films Category English language ...   more details



  1. Frequency

    frequency top to highest frequency bottom . f is the frequency in hertz Hz , meaning the number of cycles ... are reciprocal mathematics reciprocals . Frequency is the number of occurrences of a repeating event per unit time . It is also referred to as temporal frequency . The period is the duration of one turn geometry cycle in a repeating event, so the period is the reciprocal mathematics reciprocal of the frequency. For example, if a newborn baby s heart beats at a frequency of 120 times a minute, its ... processes, such as rotation , oscillation s, or wave s, frequency is defined as a number of cycles per unit time. In physics and engineering disciplines, such as optics , acoustics , and radio , frequency ... SI units, the unit of frequency is the hertz Hz , named after the German physicist Heinrich Hertz ... by one cycle, and is the reciprocal mathematics reciprocal of the frequency f math T frac 1 f math ... than those above. The horizontal axis represents time. By counting Calculating the frequency of a repeating ... within 15 seconds the frequency is math f frac 71 15 , mbox sec approx 4.7 , mbox hertz , math If the number ... an average error in the calculated frequency of f     1 2  T sub m sub , or a fractional ... interval and f is the measured frequency. This error decreases with frequency, so it is a problem ... the frequency of rotating or vibrating objects is to use a stroboscope . This is an intense repetitively flashing light strobe light whose frequency can be adjusted with a calibrated timing circuit. The strobe light is pointed at the rotating object and the frequency adjusted up and down. When the frequency of the strobe equals the frequency of the rotating or vibrating object, the object completes ... when illuminated by the strobe the object appears stationary. Then the frequency can be read from the calibrated ... multiple of the strobing frequency will also appear stationary. By frequency counter Higher frequencies are usually measured with a frequency counter . This is an electronic instrumentation electronic ...   more details



  1. The Frequency

    Infobox musical artist name The Frequency image image size 220 caption From left to right Marc Cazorla, Alex Stiff background group or band origin Los Angeles , California , United States genre Indie rock , Electronica , Ambient music Ambient years active 2005 present label Ropeadope Records br Trussed website http www.thefrequencymusic.net Official Website current members Marc Cazorla br Alex Stiff br Mark Quinn The Frequency are an independent rock band from Los Angeles, CA. Marc Cazorla and Alex Stiff are the core songwriting and recording duo behind the music and use an array of analog and vintage instruments in creating sounds that have been described by NME as stripped back music strengthened by simplicity as much as beauty . Q Magazine has given the new release Morning to 3 A.M. 3 out of 4 stars and hails the band as able to form perfectly crafted Air like synth pop while also stretching their wings on the 17 minute ever shifting psych rock track Ego Is the Drug 3 A.M. The Frequency have recently signed a worldwide publishing deal with http www.chrysalismusic.co.uk Chrysalis Music in the UK and the song Jim Gordon Part II has been heard all over the globe due to being licensed for a yearlong BlackBerry television commercial campaign. Music from The Frequency can also be found ... Daily newspaper to declare The Frequency should be on every rock fan s radar. The Frequency s Jim Gordon ... Machine self release 2007 The Frequency EP Ropeadope Digital Compilations Explorations Classic Picante ... Free Download Oct 09 http www.nme.com reviews the frequency 10684 NME Review July 09 http www.dmcupdate.com ... External links http www.thefrequencymusic.net The Frequency s official website http www.myspace.com thefrequencymusic The Frequency s myspace http www.facebook.com pages The Frequency 5877798251?ref mf The Frequency on Facebook http www.twitter.com the frequency The Frequency on Twitter http absenceofgiants.com www.absenceofgiants.com DEFAULTSORT Frequency, The Category American indie rock groups ...   more details



  1. Order of magnitude

    Orders of magnitude are generally used to make very approximate comparisons, and reflect very large differences. If two numbers differ by one order of magnitude, one is about ten times larger than the other. If they differ by two orders of magnitude, they differ by a factor of about 100 number 100 . Two numbers of the same order of magnitude have roughly the same scale the larger value is less than ... a few orders of magnitude less than the total, and therefore insignificant. The order of magnitude ... orders of magnitude more massive than Earth. Order of magnitude differences are called decade log ... of magnitude see also Logarithmic scale Other orders of magnitude may be calculated using Radix bases ... of brightness, so that the brightest level is 5 orders of magnitude brighter than the weakest, which ... TemporaryURL what is oom.html What is Order of Magnitude? orders of magnitude wide DEFAULTSORT Order Of Magnitude Category Orders of magnitude Category Elementary mathematics ar ca Ordre de ...unsourced date July 2011 An order of magnitude is the class of Level of measurement scale or magnitude mathematics magnitude of any amount, where each class contains values of a fixed Geometric progression ... is the base 10 exponent being applied to this amount therefore, to be an order of magnitude greater is to be 10 times as large . Such differences in order of magnitude can be measured on the logarithmic .... More precisely, the order of magnitude of a number can be defined in terms of the common logarithm ... has a logarithm in base 10 of 6.602 its order of magnitude is 6. When truncating, a number of this order of magnitude is between 10 sup 6 sup and 10 sup 7 sup . In a similar example, with the phrase He had a seven figure income , the order of magnitude is the number of figures minus one, so it is very easily determined without a calculator to be 6. An order of magnitude is an approximate position on a logarithmic scale . An order of magnitude estimate of a variable whose precise value is unknown ...   more details



  1. Maximum magnitude

    An important parameter in the calculation of seismic hazard , maximum magnitude expressed as Moment magnitude scale is also one of the more contentious. The choice of the value can greatly influence the final outcome of the results, yet this is most likely a size of earthquake that has not yet occurred in the region under study. Image Freqmag.png f mag plot left thumb 200px Frequency magnitude plot The seismic hazard calculation involves a double integration integral over the region, combined with the expected number earthquake frequency of earthquakes, from the smallest to the largest. The integration must close at the maximum magnitude. The figure shows a typical Earthquake frequency plot for a given region. This is a typical plot for continent al interiors. The circles represent actual earthquake data. Note that the dataset is complete for small magnitudes, but becomes erratic for the larger. At about M5, there are no records, simply because the historical record is usually too short. In some cases paleoseismology can fill some of the gap, but this is rare for continental regions. The last part of the curve, perhaps the most important part, can be filled in by inference. This would come from studying similar geology throughout the world using analogs to extend time , or by a study of fault mechanics . For example, large scale studies have been conducted for Stable Continental Regions SCR s , which are defined defined as regions of continental crust that have not experienced any major tectonism, magmatism, basement metamorphism or anorogenic intrusion since the early Creataceous, and no rifting or major extension or transtension since the Paleogene. http earthquake.usgs.gov scitech scr catalog.html Finally there is the common question of what is the maximum magnitude for the whole world. http www.seismo.nrcan.gc.ca questions faq e.php Unfortunately, it cannot really ... s plates plate tectonics , and the possible limits of the various magnitude scales http eqseis.geosc.psu.edu ...   more details



  1. Magnitude (astronomy)

    Orders. Altho the Distinction of Stars into six Degrees of Magnitude is commonly received by Astronomers ...Other uses Magnitude disambiguation Magnitude is the logarithm ic measure of the brightness of an object ... near infrared wavelengths. Background The magnitude system dates back roughly 2000 years to the Greek ... stars by their apparent brightness, which they saw as size magnitude means bigness ref Citation ... of the ancient naked eye magnitude system blockquote The fixed Stars appear to be of different ... to us, are called Stars of the first Magnitude those that are next to them, are Stars of the second Magnitude ... and so forth, till we come to the Stars of the sixth Magnitude, which comprehend ... Bigness, which is one of the Six but rather in reality there are almost as many Orders of Stars ... Stars which are reckoned of the brightest Class, there appears a Variety of Magnitude for Sirius ... the Stars of the second Magnitude, which Ptolemy reckoned among the Stars of the first Class And therefore ... the magnitude Bright first magnitude stars are 1st class stars, while stars barely visible to the naked eye are sixth magnitude or 6th class . Tycho Brahe attempted to directly measure the bigness of the stars in terms of angular size, which in theory meant that a star s magnitude could be determined by more than just the subjective judgment described in the above quote. He concluded that first magnitude ... the diameter of the full moon , with second through sixth magnitude stars measuring 3 2 , 13 12 , 3 ... bodies of stars, and thus into the eighteenth century continued to think of magnitude in terms ... Minute of arc seconds of arc for first magnitude down to just under 2 seconds for sixth magnitude ... the magnitude system continued to be described in terms of six classes determined by apparent size ... and hence it is that some astronomers reckon those stars of the first magnitude which others esteem ... magnitude stars are about 100 times brighter than sixth magnitude stars. Thus in 1856 Norman ...   more details



  1. Photographic magnitude

    Before the advent of photometer s which accurately measure the brightness of astronomical objects, the apparent magnitude of an object was obtained by taking a picture of it with a camera . These images, made on Photographic film photoemulsive film or photographic plate plates , were more sensitive to the blue end of the electromagnetic spectrum visual spectrum than the human eye or modern photometers. As a result, bluer stars have a lower i.e. brighter photographic magnitude than their modern visual magnitude , because they appear brighter on the photograph than they do to modern photometers. Conversely, redder stars have a higher i.e. fainter photographic magnitude than visual magnitude, because they appear dimmer. For example, the red supergiant star KW Sagittarii has a photographic magnitude of 11.0 to 13.2 but a visual magnitude of about 8.5 to 11. It is also common for star charts to list a blue magnitude B such as with S Doradus and WZ Sagittae . The symbol for apparent photographic magnitude is m sub pg sub and the symbol for absolute magnitude absolute photographic magnitude is M sub pg sub . ref name Nor cite book last Norton first Arthur P. title Norton s Star Atlas year 1973 page 29 isbn 0 85248 900 5 quote apparent photographic magnitude ref The photographic magnitude scale is now considered obsolete . clarifyme date April 2009 as of when, 2000 maybe? Expand this to show movement to photometric or other magnitude scales? See also Absolute magnitude Apparent magnitude Magnitude astronomy Notes Reflist astronomy stub Category Astrophysics pt Magnitude fotogr fica ru sr uk ...   more details



  1. Limiting magnitude

    Unreferenced date January 2009 In astronomy , limiting magnitude is the faintest apparent magnitude of a celestial body that is detectable or detected by a given instrument. In some cases, limiting magnitude refers to the utter threshold of detection. In more formal uses, limiting magnitude is specified along with the strength of the signal e.g., 10th magnitude at 20 Standard deviation sigma . Sometimes limiting magnitude is qualified by the purpose of the instrument e.g., 10th magnitude for Photometry astronomy photometry This statement recognizes that a photometric detector can detect light far ... , limiting magnitude frequently refers to the faintest stars that can be seen with the unaided .... For those who lives in the immediate suburbs of New York City , the limiting magnitude might be 4.0 ... Island and the Bronx , the limiting magnitude might be 3.0, suggesting that at best, only about 50 stars might be seen at any one time. From brightly lit Midtown Manhattan , the limiting magnitude is possibly ... at any given time. From relatively dark suburban areas, the limiting magnitude is frequently closer ... nearly as faint as 8th magnitude. Many basic observing references quote a limiting magnitude of 6, as this is the approximate ..., with both youth and experience being beneficial. Calculating limiting magnitude Limiting magnitude can be calculated by using a telescope. As a first approximation, the gain in magnitudes ... eye limiting magnitude is 5, the telescope will allow one to see stars as faint as about magnitude ... reach magnitude 15. See the http www.cruxis.com scope limitingmagnitude.htm Telescope Limiting Magnitude Calculator . Derived from this site the formula is math m cdot v m naked eye 2 2.5 cdot log ... http obs.nineplanets.org lm rjm.html Estimating Limiting Magnitude at http obs.nineplanets.org NinePlanets.org http www.cruxis.com scope limitingmagnitude.htm Telescope Limiting Magnitude Calculator http www.project nightflight.net limiting mag.pdf Naked Eye Limiting Magnitude by Star Count Method ...   more details



  1. Magnitude of eclipse

    distinguish2 apparent magnitude , the logarithmic scale of astronomical brightness File Solar eclipse of January 26, 2009 by Jefferson Teng.jpg thumb An annular solar eclipse has a magnitude of less than 1.0 The magnitude of an eclipse is the fraction of the diameter of the eclipsed body which is in eclipse ... the magnitude of the eclipse is always between 0.0 and 1.0, while during a total eclipse the magnitude is always at least 1.0. Technically, the magnitude is computed as such draw a straight line between ... of this line within the eclipsed body is in eclipse this is the geometric magnitude of the eclipse ... body or shadow and obtain a geometric magnitude larger than 1.0. If there is no eclipse but a near ... , counting this distance as negative, and obtain a negative geometric magnitude. This measure should not be confused with the astronomical Apparent magnitude magnitude logarithm ic scale of brightness ... is eclipsed. Effect of the magnitude on a solar eclipse In an annular solar eclipse , the magnitude ... eclipse, the magnitude is also the ratio between the apparent diameters of the Moon and of the Sun, but this time the ratio is 1.0 or bigger. If the total solar eclipse is non central, the magnitude is a number between 1.0 and this ratio of apparent diameters. In a partial solar eclipse, the magnitude .... The distance between Earth and Sun also varies, but the effect is slight in comparison. When the magnitude ... a few hundreds of kilometers across. When the magnitude of the eclipse is less than one , the disk ... The eclipse magnitude varies not only between eclipses, but also during a given eclipse. It may happen ... magnitude varies, being exactly 0.0 at the start of the eclipse, rising to some maximum value, and then decreasing to 0.0 at the end of the eclipse. When one says the magnitude of the eclipse without further specification, one usually means the maximum value of the magnitude of the eclipse. Effect of the magnitude on a lunar eclipse The effect on a lunar eclipse is quite similar, with a few differences ...   more details



  1. Absolute magnitude

    About the brightness of stars the science fiction magazine Absolute Magnitude magazine Absolute magnitude also known as absolute visual magnitude when measured in the standard V photometric band is the measure of a celestial object s intrinsic brightness. It is also the apparent magnitude a star would have if it were 32.6 light year s 10 parsecs away from Earth. In astronomy , to derive absolute magnitude from the observed apparent magnitude of a celestial object its value is corrected from distance to its observer. The absolute magnitude is then equivalent to the apparent magnitude an object would ... of objects to be compared without regard to distance. Bolometric magnitude is luminosity expressed in magnitude units it takes into account energy radiated at all wavelengths, whether observed or not. The absolute magnitude uses the same convention as the visual magnitude astronomy magnitude a factor of 10 sup 0.4 sup 2.512 ratio of brightness corresponds to a difference of 1.0 in magnitude. The Milky Way , for example, has an absolute magnitude of about 20.5. So a quasar at an absolute magnitude ... cannot be directly observed from relatively short distances the absolute magnitude is defined by reference ..., the absolute magnitude of any object equals the apparent magnitude it would have if it was 10 parsecs away. In defining absolute magnitude one must specify the type of electromagnetic radiation being measured. When referring to total energy output, the proper term is bolometer bolometric magnitude. The bolometric magnitude can be computed from the visual magnitude plus a bolometric correction , math ... at a distance of 10 parsecs would appear, the higher more positive its absolute magnitude becomes. The lower more negative an object s absolute magnitude, the higher its luminosity . Many stars visible to the naked eye have such a low absolute magnitude that they would appear bright enough ... 6.0 , and Betelgeuse 5.6 . For comparison, Sirius has an absolute magnitude of 1.4 which is greater ...   more details



  1. AB magnitude

    Given a flux density f , measured in erg s per second per square centimeter per hertz, the corresponding AB magnitude is defined as math , AB 2.5 log 10 f 48.60 math The AB magnitude system is defined such that for any bandpass or filter being considered, the magnitude zero point corresponds to a flux density of 3631 Jy 1 Jy 1 Jansky 10 26 W Hz 1 m 2 10 23 erg s 1 Hz 1 cm 2 ref http ned.ipac.caltech.edu level5 Glossary Glossary A.html ipac. Original composition by B.F. Madore for LEVEL5. retrieved 20 09 2011 ref For fluxes in units of erg s cm2 A the AB magnitude is given by ref http www.stsci.edu hst wfc3 documents handbooks currentIHB wfc3 ihb.pdf ref math , AB 2.5 log 10 f 5 log 10 lambda 2.406 math External links http www.astro.utoronto.ca patton astro mags.html conversions Conversion from AB magnitudes to Johnson magnitudes References reflist cite journal last Oke first J. B. year 1974 title Absolute spectral energy distributions for white dwarfs journal Astrophysical Journal Supplement Series volume 236 issue 27 pages 21 25 DEFAULTSORT Ab Magnitude Category Observational astronomy astronomy stub ...   more details



  1. Magnitude (mathematics)

    unsourced date January 2012 In mathematics, magnitude is the size of a mathematical object , a property by which the object can be compared as larger or smaller than other objects of the same kind. More formally, an object s magnitude is an order theory ordering or ranking of the class mathematics class of objects to which it belongs. History The Greeks distinguished between several types of magnitude, citation needed date January 2012 including Positive fractions Line segment s ordered by length Plane figures ordered by area Solids ordered by volume Angles ordered by angular magnitude They proved that the first two could not be the same, or even isomorphic systems of magnitude. citation needed date January 2012 They did not consider negative magnitudes to be meaningful, and magnitude is still chiefly used in contexts in which zero is either the lowest size or less than all possible sizes. Numbers Main Absolute value The magnitude of any number x is usually called its absolute value or modulus , denoted by x . Real numbers The absolute value of a real number r is defined by r r , if r ... sub 1 sub , x sub 2 sub , ..., x sub n sub . Its magnitude or length is most commonly defined as its ... cdots x n 2 . math For instance, in a 3 dimensional space, the magnitude of 4, 5, 6 is 4 sup 2 sup 5 ... vector space By definition, all Euclidean vectors have a magnitude see above . However, the notion of magnitude cannot be applied to all kinds of vectors. A function that maps objects to their magnitudes ... examples include the loudness of a sound decibel , the brightness of a star , or the Richter magnitude ... not meaningful to simply addition add or subtract them. Order of magnitude main Order of magnitude ... order of magnitude is used to denote a change in a numeric quantity, usually a measurement ... with the addition of significant zeros. Occasionally the phrase half an order of magnitude is also ... es Magnitud matem tica kk ru simple Magnitude mathematics ckb ...   more details



  1. Apparent magnitude

    The apparent magnitude m of a celestial body is a measure of its brightness as seen by an observer ... . The brighter the object appears, the lower the value of its magnitude . History div style clear both ... eye Apparent br magnitude Brightness br relative br to Vega Number of stars br brighter than br apparent magnitude ref cite web url http www.nso.edu PR answerbook magnitude.html archiveurl http replay.waybackmachine.org ... 02 06 title Magnitude publisher National Solar Observatory&mdash Sacramento Peak accessdate 2006 08 ...  000 The scale now used to indicate magnitude originates in the Hellenistic Greece Hellenistic ... brightest stars were said to be of first magnitude m 1 , while the faintest were of sixth magnitude m 6 , the limit of human visual perception without the aid of a telescope . Each grade of magnitude ... believed to originate with Hipparchus . This original system did not measure the magnitude of the Sun . For a more detailed discussion of the history of the magnitude system, see Magnitude astronomy Magnitude . In 1856, Norman Robert Pogson formalized the system by defining a typical first magnitude star as a star that is 100 times as bright as a typical sixth magnitude star thus, a first magnitude star is about 2.512 times as bright as a second magnitude star. The Generalized continued ... Polaris a magnitude of 2. Astronomers later discovered that Polaris is slightly variable, so they first ... und Sternhaufen Lawrence H. Aller L. H. Aller et al. , ISBN 3 540 10976 5 1982 ref The magnitude depends ... star of the celestial sphere , has an apparent magnitude of 1.4. The modern scale includes the Moon and the Sun . The full Moon has a mean apparent magnitude of 12.74 ref name moon fact and the Sun has an apparent magnitude of 26.74. ref name sun fact The Hubble Space Telescope has located stars ... history ref name SN1006 6.50 The total integrated magnitude of the night sky as seen from Earth ... and when the rings are full open 2003, 2018 0.27 The total magnitude for the Alpha Centauri ...   more details



  1. Magnitude Kishiwada

    BLP sources date July 2007 Infobox wrestler name Magnitude Kishiwada image Magnitude Kishiwada.JPG names Magnitude Kishiwada br Big Boss MA G MA br Kaiju Zeta Mandora br Toryu br Dragon Winger height convert 1.73 m ftin 0 abbr on In Japan they measure height in meters so that should be first weight convert 105 kg lb abbr on In Japan they measure weight in kilograms so that should be first birth date Birth date and age 1971 5 19 death date birth place Kishiwada , Osaka trainer debut retired nihongo Toyonari Fujita Fujita Toyonari , better known under his current stage name Magnitude Kishiwada , born May 19, 1971 in Kishiwada, Osaka , Japan is a Japan ese wrestler . Career For many years Kishiwada worked in preliminary matches in Japan s hardcore wrestling promotions, including FMW , W ING , and Big Japan Pro Wrestling , competing under his real name, and as Toryu . He eventually landed in Osaka Pro , where he became a monster heel, Big Boss MA G MA . His debut in Dragon Gate was heavily hyped. He first arrived wearing a motorcycle helmet, referring to himself as MA G MA . In what was to be his debut match, a singles match against Nobuhiko Oshima CIMA , he instead removed the helmet and embraced CIMA, joining his faction of Blood Generation and renaming himself Magnitude Kishiwada from the magnitude of an earthquake and the name of his hometown . People questioned the addition of Kishiwada to Blood Generation, since one of the principles of Blood Generation was a clean face i.e. maskless and paintless faces concept, but CIMA admitted that he only said that when he first formed the group just so Super Shisa couldn t join. Kishiwada would end Masaaki Mochizuki .... With the Muscle Outlaw z stable in Dragon Gate over, Magnitude Kishiwada has joined forces ... see Wikipedia Persondata . NAME Kishiwada, Magnitude ALTERNATIVE NAMES SHORT DESCRIPTION DATE ..., Magnitude Category 1971 births Category Japanese professional wrestlers Category Living people ...   more details



  1. Magnitude condition

    Unreferenced date December 2009 Context date October 2009 The magnitude condition is a constraint that is satisfied by the locus of points in the s plane on which closed loop poles of a system reside. In combination with the angle condition , these two mathematical expressions fully determine the root locus . Let the characteristic equation of a system be math 1 textbf G s 0 math , where math textbf G s frac textbf P s textbf Q s math . Rewriting the equation in polar form is useful. math e j2 pi textbf G s 0 math math textbf G s 1 e j pi 2k pi math where math k 0,1,2,... math are the only solutions to this equation. Rewriting math textbf G s math in factored form , math textbf G s frac textbf P s textbf Q s K frac s a 1 s a 2 cdots s a n s b 1 s b 2 cdots s b m math , and representing each factor math s a p math and math s b q math by their vector geometric vector equivalents, math A pe j theta p math and math B qe j phi q math , respectively, math textbf G s math may be rewritten. math textbf G s K frac A 1 A 2 cdots A ne j theta 1 theta 2 cdots theta n B 1 B 2 cdots B m e j phi 1 phi 2 cdots phi m math Simplifying the characteristic equation, math e j pi 2k pi K frac A 1 A 2 cdots A ne j theta 1 theta 2 cdots theta n B 1 B 2 cdots B m e j phi 1 phi 2 cdots phi m K frac A 1 A 2 cdots A n B 1 B 2 cdots B m e j theta 1 theta 2 cdots theta n phi 1 phi 2 cdots phi m math , from which we derive the magnitude condition math 1 K frac A 1 A 2 cdots A n B 1 B 2 cdots B m math . The angle condition is derived similarly. DEFAULTSORT Magnitude Condition Category Control theory ...   more details



  1. Angular frequency

    http books.google.com ?id nrxT9Qjguk8C&pg PA103&dq angular frequency doi id isbn 0 07 139307 2 LC1 ref math omega sqrt 1 over LC math See also Orders of magnitude angular velocity Simple harmonic motion ...Distinguish angular velocity Image AngularFrequency.gif thumb Angular frequency omega in radians per second , is larger than frequency nu letter in cycles per second, also called Hertz Hz , by a factor of 2 . Classical mechanics cTopic Fundamental concepts In physics , angular frequency also referred to by the terms angular speed , radial frequency , circular frequency , orbital frequency , and radian frequency is a scalar measure of rotation rate. Angular frequency or angular speed is the magnitude of the vector quantity angular velocity . The term angular frequency vector math vec omega ...&pg PA200&dq angular frequency doi id isbn 978 0 7645 5433 9 ref math omega 2 pi over T 2 pi f frac v r , math where is the angular frequency or angular speed measured in radians per second , T is the Frequency period measured in second s , f is the frequency ordinary frequency measured in hertz sometimes ... s . Units In SI units, angular frequency is normally presented in radian s per second , even when it does ... Hz is also correct, but in practice it is only used for ordinary frequency f , and almost never for ... 978 0 86720 479 7 date 1996 01 01 ref In digital signal processing , the angular frequency may be normalized by the sampling rate , yielding the normalized frequency digital signal processing normalized frequency . For example math a omega 2 x , math where x is displacement from an equilibrium position. Using ordinary revolutions per second frequency, this equation would be math a 4 pi 2 f 2 x . math ...&pg PA376&dq angular frequency doi id isbn 978 0 534 46479 0 ref math omega 2 frac k m , math where k is the spring constant m is the mass of the object. This is referred to as the natural frequency which can sometimes be denoted as sub 0 sub . LC Circuits The resonant angular frequency in an LC ...   more details



  1. Critical frequency

    In telecommunication , the term critical frequency has the following meanings In radio radio propagation propagation by way of the ionosphere , the limiting frequency at or below which a wave component is reflected by, and above which it penetrates through, an ionospheric layer. At vertical incidence, the limiting frequency at or below which incidence, the wave component is reflected by, and above which it penetrates through, an ionospheric layer. Critical Frequency changes with time of day, atmospheric conditions and angle of fire of the radio waves by antenna. The existence of the critical frequency is the result of electron limitation, i.e., the inadequacy of the existing number of free electrons to support Reflection electrical reflection at higher frequencies. In signal processing the critical frequency it is also another name for the Nyquist frequency . References FS1037C MS188 Critical frequency is the highest magnitude of frequency above which the waves penetrates the ionosphere and below which the waves are reflected back from the ionosphere. It is denoted by fc . Its value is not fixed and it depends upon electron density of ionosphere. Category Telecommunications telecomm stub ...   more details



  1. Frequency domain

    in the frequency domain. Note that recent advances in the field of signal processing have also allowed to define representations or transforms that result in a joint time frequency domain, with the instantaneous frequency being a key link between the time domain and the frequency domain. Magnitude ..., the frequency spectrum is complex, describing the Magnitude mathematics magnitude and phase waves phase of a signal, or of the response of a system, as a function of frequency. In many applications ...In electronics , control systems engineering , and statistics , frequency domain is a term used to describe ... to frequency , rather than time. ref cite book last1 Broughton first1 S.A. first2 K. last2 Bryan ... domain graph shows how a signal changes over time, whereas a frequency domain graph shows how much of the signal lies within each given frequency band over a range of frequencies. A frequency domain ... sinusoid in order to be able to recombine the frequency components to recover the original time signal. A given function or signal can be converted between the time and frequency domains with a pair ... of sine wave frequency components. The spectrum of frequency components is the frequency domain representation of the signal. The inverse Fourier transform converts the frequency domain function ... the information in a frequency domain representation to generate a frequency spectrum or spectral ... is a frequency domain description that can be applied to a large class of signals that are neither ... of a wide sense stationary random process. Different frequency domains Although the frequency domain ... to analyze time functions and are referred to as frequency domain methods. These are the most ... as capturing some form of frequency, and hence the transform domain is referred to as a frequency domain. Discrete frequency domain The Fourier transform of a periodic signal only has energy at a base frequency and its harmonics. Another way of saying this is that a periodic signal can be analyzed ...   more details



  1. Frequency response

    signal of the system. The frequency response is characterized by the Amplitude magnitude of the system ... , measured in radians or degrees, versus frequency in radians sec or Hertz Hz . These response measurements can be plotted in three ways by plotting the magnitude and phase measurements on two rectangular plots as functions of frequency to obtain a Bode plot by plotting the magnitude and phase angle on a single polar plot with frequency as a parameter to obtain a Nyquist plot or by plotting magnitude ... systems with nearly uniform time delay at all frequencies, the magnitude versus frequency ...Refimprove introduction and first section date September 2011 Frequency response is the quantitative measure of the output Frequency spectrum spectrum of a system or device in response to a stimulus, and is used to characterize the dynamics of the system. It is a measure of magnitude and phase of the output as a function of frequency, in comparison to the input. In simplest terms, if a sine wave is injected into a system at a given frequency, a linear system will respond at that same frequency with a certain magnitude and a certain phase angle relative to the input. Also for a linear system, doubling ... is time invariant, then the frequency response also will not vary with time. Two applications of frequency ... may be to reproduce the input signal with no distortion. That would require a uniform flat magnitude ... Image Butterworth response.svg thumb 300 px Frequency response of a low pass filter with 6  dB per octave or 20  dB per decade Estimating the frequency response for a physical system generally ... FFT . One thing to keep in mind for the analysis is that the frequency content of the input signal must cover the frequency range of interest or the results will not be valid for the portion of the frequency range not covered. The frequency response of a system can be measured by applying a test signal ... level and phase shift relative to the input applying a signal with a wide frequency spectrum for example ...   more details




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