Arrhenius may refer to Carl Axel Arrhenius 1757 1824 , Swedish chemist and discoverer of the element yttrium Niklas Arrhenius , Swedish discus thrower Svante Arrhenius 1859 1927 , Swedish physical chemist and 1903 Nobel laureate Arrhenius equation , a formula for modeling the temperature dependence of reaction rate constant s. Arrhenius lunar crater , named for Svante Arrhenius 5697 Arrhenius , main belt asteroid, named for Svante Arrhenius Surname de Arrhenius es Arrhenius desambiguaci n fr Arrhenius no Arrhenius pt Arrhenius desambigua o sv Arrhenius ... more details
Infobox Planet minorplanet yes width 25em bgcolour FFFFC0 apsis name Arrhenius symbol image caption discovery yes discovery ref discoverer Cornelis Johannes van Houten , Ingrid van Houten Groeneveld and Tom Gehrels discovery site Palomar Observatory discovered September 24, 1960 designations yes mp name 5697 alt names 6766 P L named after Svante Arrhenius mp category orbit ref epoch May 14, 2008 aphelion 3.3453724 perihelion 2.9451334 semimajor eccentricity 0.0636259 period 2037.4256990 avg speed inclination 13.69706 asc node 170.73264 mean anomaly 257.77820 arg peri 116.99899 satellites physical characteristics yes dimensions mass density surface grav escape velocity sidereal day axial tilt pole ecliptic lat pole ecliptic lon albedo 0.0774 temperatures temp name1 mean temp 1 max temp 1 temp name2 max temp 2 spectral type abs magnitude 12.0 5697 Arrhenius 6766 P L is a Asteroid belt main belt asteroid discovered on September 24, 1960 by Cornelis Johannes van Houten , Ingrid van Houten Groeneveld and Tom Gehrels at Palomar Observatory . External links http ssd.jpl.nasa.gov sbdb.cgi?sstr 5697 Arrhenius JPL Small Body Database Browser on 5697 Arrhenius MinorPlanets Navigator 5696 Ibsen 5698 Nolde MinorPlanets Footer DEFAULTSORT Arrhenius Category Main Belt asteroids Category Asteroids named for people Category Discoveries by Cornelis Johannes van Houten Category Discoveries by Ingrid van Houten Groeneveld Category Discoveries by Tom Gehrels Category Astronomical objects discovered in 1960 beltasteroid stub fa it 5697 Arrhenius hu 5697 Arrhenius pl 5697 Arrhenius pt 5697 Arrhenius ... more details
For the Lunar or Martian meteor craters Arrhenius crater Infobox scientist name Svante Arrhenius image ... Klein Oskar Benjamin Klein known for Arrhenius equation br Dissociation chemistry Theory of ionic dissociation br Acid base reactions Arrhenius definition Acid base theory prizes nowrap Nobel Prize ... August Arrhenius 19 February 1859 2 October 1927 was a Sweden Swedish scientist , originally a physicist ... . The Arrhenius equation , Moon lunar Impact crater crater Arrhenius lunar crater Arrhenius and the Arrhenius Labs at Stockholm University are named after him. Biography Early years Arrhenius was born ... Gustav and Carolina Thunberg Arrhenius. His father had been a surveying land surveyor for Uppsala University , moving up to a supervisory position. At the age of three, Arrhenius taught himself to read ... account books, became an arithmetic al child prodigy prodigy . In later life, Arrhenius enjoyed using ... material conductor , but solutions of salts in water are. Arrhenius explanation was that in forming ... Arrhenius proposed that, even in the absence of an electric current, solutions of salts ... was not very impressive to the professors at Uppsala, but Arrhenius sent it to a number ... came to Uppsala to persuade Arrhenius to join his research team. Arrhenius declined, however, as he ... an appointment at Uppsala. In an extension of his ion ionic theory Arrhenius proposed definitions .... Middle period Arrhenius next received a travel grant from the Swedish Academy of Sciences, which enabled ..., with Ludwig Boltzmann in Graz, Austria , and with van t Hoff in Amsterdam . In 1889 Arrhenius explained ... of activation energy , an energy barrier that must be overcome before two molecules will react. The Arrhenius ... daughters and a son. About 1900, Arrhenius became involved in setting up the Nobel Institutes and the Nobel ... and Rivalries That Made Modern Chemistry , Oxford University Press, 2008, ref In 1901 Arrhenius ... www.royalsoc.ac.uk page.asp?id 5971 Fellow of the month Arrhenius Bot generated title ref Later years ... more details
An Arrhenius plot displays the logarithm of kinetic constants math ln k math , ordinate axis plotted against inverse temperature math 1 T math , abscissa . Arrhenius plots are often used to analyze the effect of temperature on the rates of chemical reactions. For a single rate limited thermally activated process, an Arrhenius plot gives a straight line, from which the activation energy and the pre exponential factor can both be determined. style float right Example br Nitrogen dioxide decay center 2 NO sub 2 sub 2 NO O sub 2 sub center Image NO2 Arrhenius k against T.svg thumb Conventional plot br k against T Image NO2 Arrhenius lnk against T 1.svg thumb Arrhenius plot br ln k against 1 T The Arrhenius equation given in the form math k A e E a RT math can be written equivalently as math ln k ln A frac E a R left frac 1 T right math Where math k math Rate constant math A math Pre exponential factor math E a math Activation energy math R math Gas constant math T math Absolute temperature , K When plotted in the manner described above, the value of the y intercept will correspond to math ln A math , and the gradient of the line will be equal to math E a R math . The pre exponential factor, A, is a constant of proportionality that takes into account a number of factors such as the frequency of collision between and the orientation of the reacting particles. The expression math E a RT math represents the fraction of the molecules present in a gas which have energies equal to or in excess of activation energy at a particular temperature. See also Arrhenius equation Eyring equation Category Chemical kinetics Category Plots graphics de Arrheniusgraph ... more details
Niklas Arrhenius is a competitor in the discus throw who won the Swedish competition in this event in 2004 and 2006. He was also Sweden s discus competitor at the Athletics at the 2008 Summer Olympics Men s discus throw 2008 Summer Olympics . Arrhenius is the son of Anders Arrhenius who was a professional shot put competitor in Sweden. Niklas younger brother, Leif Arrhenius is also a thrower. Arrhenius was raised in Utah but has dual citizenship. He attended Brigham Young University where he was on the track and field team. Arrhenius is a The Church of Jesus Christ of Latter day Saints Latter day Saint . He served as an LDS missionary in the Sweden Stockholm Mission LDS Church Mission . Achievements AchievementTable colspan 5 Representing SWE 2006 2006 European Athletics Championships European Championships Gothenburg, Sweden 21th 2006 European Athletics Championships Men s discus throw 56.62 m 2008 Athletics at the 2008 Summer Olympics Olympic Games Beijing , PR China 32nd Athletics at the 2008 Summer Olympics Men s discus throw 58.22 m Personal bests Discus Throw 65.77 m 2007 Shot Put 19.75 2010 , 19.91 m indoor 2004 Niklas is also the former National High School Record Holder for the discus, with a throw of 234 3 breaking the previous record by nearly nine feet. References iaaf name id 176723 http mormontimes.com MITN sports.php?id 1824 Mormon Times , August 25th, 2008 http mormontimes.com MITN sports.php?id 1221 Mormon Times , June 2nd, 2008 Persondata Metadata see Wikipedia Persondata . NAME Arrhenius, Niklas ALTERNATIVE NAMES SHORT DESCRIPTION DATE OF BIRTH 1982 PLACE OF BIRTH DATE OF DEATH PLACE OF DEATH DEFAULTSORT Arrhenius, Niklas Category 1982 births Category Living people Category Swedish discus throwers Category Olympic athletes of Sweden Category BYU Cougars ... Category High school national record holder sweden athletics bio stub fi Niklas Arrhenius sv Niklas Arrhenius ... more details
The Arrhenius equation is a simple, but remarkably accurate, formula for the temperature dependence of the reaction ... www.iupac.org goldbook A00446.pdf Arrhenius equation IUPAC Goldbook definition ref The equation was first ... later in 1889, the Swedish chemist Svante Arrhenius provided a physical justification and interpretation ... processes reactions. A historically useful generalization supported by the Arrhenius equation is that, for many ... degree Celsius increase in temperature. Overview In short, the Arrhenius equation gives the dependence ... goldbook A00102.pdf Arrhenius activation energy IUPAC Goldbook definition ref E sub a sub ... define a modified Arrhenius equation , ref http www.iupac.org goldbook M03963.pdf IUPAC Goldbook definition of modified Arrhenius equation ref that makes explicit the temperature dependence of the pre exponential factor. If one allows arbitrary temperature dependence of the prefactor, the Arrhenius ... power. Clearly the original Arrhenius expression above corresponds to n 0. Fitted rate ... experiment such as density dependence , there is no obstacle to incisive tests of the Arrhenius ... . Taking the natural logarithm of the Arrhenius equation yields math ln k frac E a R frac 1 T ln A math So, when a reaction has a rate constant that obeys the Arrhenius equation, a plot of ln k ... partial ln k partial 1 T right P math Kinetic theory s interpretation of Arrhenius equation Arrhenius ... very similar to the Arrhenius equation. Transition state theory Another Arrhenius like expression ... takes the form of an Arrhenius exponential multiplied by a slowly varying function of T . The precise ... complex. Limitations of the idea of Arrhenius Activation Energy Both the Arrhenius activation ... . See also Accelerated aging Arrhenius plot Eyring equation Q10 temperature coefficient Van t Hoff ... Using Arrhenius equation for calculating species solubility in polymers Category Chemical kinetics Category Equations af Arrhenius se vergelyking ca Equaci d Arrhenius de Arrhenius Gleichung es Ecuaci n ... more details
refimprove date August 2008 Lt. Carl Axel Arrhenius 1757 1824 was a Swedish chemist. He is most widely known as the discoverer of the element Yttrium . Arrhenius was born in Stockholm . He was interested in mineralogy and chemistry after he met Peter Jacob Hjelm at the Swedish Royal Mint laboratory. Arrhenius was a lieutenant at the Svea artilleriregemente stationed in Vaxholm he took part in the campaign in Finland in 1788. He was promoted to Feldzeugmeister and Lieutenant Colonel at the Svea artilleriregemente and was handed the command in 1816 of the manufacture of powder in the kingdom. His chemistry studies started at the Royal Mint s Kungliga Myntet laboratory, where he studied the characteristics of powder as an artillery officer. During his visit to Paris in 1787 88 he met Antoine Lavoisier , the father of modern chemistry , and upon his return to Sweden became an ardent defender of the revolutionary teachings in chemistry promoted by Antoine Lavoisier. During his time in Vaxholm he also visited the feldspar mine in Ytterby on the island of Resar n near Vaxholm. He found a dark mineral which he named ytterbite and sent to Johan Gadolin at the University of bo for further analysis. Arrhenius was a member of the Royal Swedish Academy of War Sciences from 1799 and of the Royal Swedish Academy of Sciences from 1817. External links http elements.vanderkrogt.net element.php?sym Y Yttrium BR Persondata Metadata see Wikipedia Persondata . NAME Arrhenius, Carl Axel ALTERNATIVE NAMES SHORT DESCRIPTION DATE OF BIRTH 1757 PLACE OF BIRTH sweden DATE OF DEATH 1824 PLACE OF DEATH DEFAULTSORT Arrhenius, Carl Axel Category 1757 births Category 1824 deaths Category People from Stockholm Category Swedish chemists Category Members of the Royal Swedish Academy of Sciences Sweden scientist stub chemist stub de Carl Axel Arrhenius it Carl Axel Arrhenius pt Carl Axel Arrhenius sv Carl Axel Arrhenius vi Carl Axel Arrhenius ... more details
lunar crater data latitude 55.6 N or S N longitude 91.3 E or W E diameter 40 km depth Unknown colong 269 eponym Svante Arrhenius Arrhenius is a moon lunar impact crater that is located just on the Far side Moon far side of the Moon , near the southwest limb. In this location the vicinity of the crater can be viewed during favorable libration s, although it is viewed from on edge. To the south southeast is the worn crater Blanchard crater Blanchard , and De Roy crater De Roy lies further to the west. The outer wall of Arrhenius has been somewhat worn and eroded due to a history of minor impacts, leaving the rim rounded and low. There is a knotch in the rim to the north northwest, and an outward bulge along the southeast face. A small craterlet lies across the southwestern rim. The inner floor is relatively flat and free of features of interest. The mid point lacks a central peak. Satellite craters By convention these features are identified on lunar maps by placing the letter on the side of the crater mid point that is closest to Arrhenius. class wikitable width 25 style background eeeeee Arrhenius width 25 style background eeeeee Latitude width 25 style background eeeeee Longitude width 25 style background eeeeee Diameter align center J align center 57.6 S align center 88.3 W align center 18 km The following craters have been renamed by the International Astronomical Union IAU . Arrhenius P &mdash See Blanchard crater . References Lunar crater references Category Impact craters on the Moon Moon crater stub da Arrhenius m nekrater de Arrhenius Mondkrater fr Arrhenius crat re lunaire sv Arrhenius m nkrater ... more details
Unreferenced stub auto yes date December 2009 Ignacij Klemen i February 6, 1853 September 5, 1901 was a Slovenes Slovene physicist . Image Boltzmann grp.jpg thumb right 280px Ludwig Boltzmann and co workers in Graz , 1887. standing, from the left Walther Nernst Nernst , Streintz, Svante Arrhenius Arrhenius , Hiecke, sitting, from the left Aulinger, Ettingshausen, Ludwig Boltzmann Boltzmann , Klemen i , Hausmanninger Persondata Metadata see Wikipedia Persondata . NAME Klemencic, Ignacij ALTERNATIVE NAMES SHORT DESCRIPTION DATE OF BIRTH February 6, 1853 PLACE OF BIRTH DATE OF DEATH September 5, 1901 PLACE OF DEATH DEFAULTSORT Klemencic, Ignacij Category 1853 births Category 1901 deaths Category Slovenian physicists Slovenia scientist stub Physicist stub de Ignaz Klemen i pl Ignacij Klemen i sl Ignacij Klemen i ... more details
Main Arrhenius equation In chemical kinetics , the preexponential factor or A factor is the pre exponential constant in the Arrhenius equation , an empirical relationship between temperature and rate coefficient . It is usually designated by A when determined from experiment, while Z is usually left for collision frequency . For a first order reaction it has units of s sup 1 sup , for that reason it is often called frequency factor . The frequency factor, A, depends on how often molecules collide when all concentrations are 1 mol L and on whether the molecules are properly oriented when they collide. Values of A for some reactions can be found in Collision theory Steric factor here . References http goldbook.iupac.org P04811.html IUPAC Gold Book definition of pre exponential factor Category Chemical kinetics chemistry stub it Fattore pre esponenziale hu Preexponenci lis t nyez ru ... more details
Acid hydrolysis is a chemical process in which acid is used to convert cellulose or starch to sugar. ref http www.mondofacto.com facts dictionary?acid hydrolysis ref It implies a chemical mechanism of hydrolysis catalyzed by a Br nsted Lowry or Arrhenius acid. By contrast, it does not usually imply hydrolysis by direct electrophilic attack as may originate from a Lewis acid. References Reflist DEFAULTSORT Acid Hydrolysis Category Chemical reactions ... more details
chembox verifiedrevid 389506201 ImageFile1 Glycolonitrile 2D skeletal.png ImageSize1 150px ImageFileL2 Glycolonitrile 3D balls A.png ImageSizeL2 120px ImageFileR2 Glycolonitrile 3D vdW A.png ImageSizeR2 120px IUPACName 2 Hydroxyacetonitrile OtherNames Formaldehyde cyanohydrin Hydroxyacetonitrile Glycolic nitrile Cyanomethanol Hydroxymethylnitrile Section1 Chembox Identifiers CASNo 107 16 4 PubChem 7857 SMILES C C N O Section2 Chembox Properties C 2 H 3 N 1 O 1 Appearance Density MeltingPt BoilingPt Solubility Section3 Chembox Hazards MainHazards FlashPt Autoignition Glycolonitrile , also called hydroxyacetonitrile or formaldehyde cyanohydrin , is the organic compound with the formula HOCH sub 2 sub CN. It is the simplest cyanohydrin and it is derived from formaldehyde . ref OrgSynth author Gaudry, R. title Glycolonitrile collvol 3 collvolpages 436 year 1955 prep cv3p0436 ref Because glycolonitrile decomposes readily into formaldehye and hydrogen cyanide , it is listed as an List of extremely hazardous substances extremely hazardous substance . Synthesis Glycolonitrile can be synthesized by reacting formaldehyde with hydrogen cyanide under acidic conditions. This reaction takes place spontaneously even under aqueous conditions. ref name Arrhenius http www.google.de url?sa t&source web&cd 1&ved 0CBkQFjAA&url http 3A 2F 2Fwww.oci.uzh.ch 2Fefiles 2FCHE728 2FSmallMoleculePapers 2F97JOC5522 OriginOfLife.pdf&ei WA44TLbjMo2UOLDY IkK&usg AFQjCNHAJOLCcjrw74VrHUEU 6tZYUfzQw&sig2 SCRmbn0WYBa2hg1z4WesMw Arrhenius et al. , J. Org. Chem. 1997, 62, 5522 5525 ref Properties Chemical properties Gylcolonitrile polymerizes under alkaline conditions above pH 7.0. Arrhenius et al. have proposed the following mechanism for polymerization ref name Arrhenius ref file Glycolonitrile polymerisation.gif 700px center As the product of polymerization is an amine with a basic character, the reaction is self catalysed, gaining in speed with ongoing conversion. References reflist Category Cyanohydr ... more details
can still be fit to an Arrhenius expression, this results in a negative value of E sub a sub . Elementary ... as the height of a potential barrier. Temperature independence and the relation to the Arrhenius equation The Arrhenius equation gives the quantitative basis of the relationship between the activation energy and the rate at which a reaction proceeds. From the Arrhenius equation, the activation ... suggests that the activation energy is dependent on temperature, in regimes in which the Arrhenius equation ... from the reaction rate coefficient at any temperature within the validity of the Arrhenius equation ... and only the activation energy is altered lowered . See also Arrhenius equation Chemical kinetics ... more details
lunar crater data latitude 58.5 N or S S longitude 94.4 E or W W diameter 40 km depth Unknown colong 95 eponym Jean Pierre Blanchard Jean P. F. Blanchard Blanchard is a moon lunar Impact crater crater that lies on the Far side Moon far side of the Moon , just behind the southwestern limb. It lies to the south southwest of the crater Arrhenius lunar crater Arrhenius , and northwest of Pil tre crater Pil tre . Further to the south is the rugged terrain to the north of the walled plain Hausen crater Hausen . The rim of Blanchard is worn and rounded, with a slight elongation along a northeastern direction. There is a break in the northwest rim, formed by the satellite crater Blanchard P. The two crater formations have nearly merged, and share the same interior floor. The remainder of the rim has several other breaks caused by impacts, particularly along the southeastern rim. The interior floor, although somewhat rough, does not contain a central peak or notable features. References Lunar crater references Moon crater stub Category Impact craters on the Moon da Blanchard m nekrater de Blanchard Mondkrater fr Blanchard crat re ... more details
Unreferenced date December 2009 The Q sub 10 sub temperature coefficient is a measure of the rate of change of a biological or chemical system as a consequence of increasing the temperature by 10 C. There are many examples where the Q sub 10 sub is used, one being the calculation of the nerve conduction velocity and another being calculating the contraction velocity of muscle fibre s. It can also be applied to chemical reaction s and many other systems. The Q sub 10 sub is calculated as math Q 10 left frac R 2 R 1 right 10 T 2 T 1 math where R is the rate T is the temperature in Celsius degrees or kelvin s. Q sub 10 sub is a unitless quantity, as it is the factor by which a rate changes, and is a useful way to express the temperature dependence of a process. For biological systems, the Q sub 10 sub value is generally between 1 and 3. See also Arrhenius equation Arrhenius plot DEFAULTSORT Q10 Temperature Coefficient Category Ecological metrics Category Chemical kinetics de RGT Regel sv Q10 ... more details
Unreferenced stub auto yes date December 2009 Immunochemistry is a branch of chemistry that involves the study of the reactions and components on the immune system . Various methods in immunochemistry have been developed and refined, and been used in scientific study, from virology to molecular evolution . One of the earliest examples of immunochemistry is the Wasserman test to detect Syphilis . Svante Arrhenius was also one of the pioneers in the field he published Immunochemistry in 1907 which described the application of the methods of physical chemistry to the study of the theory of toxin s and antitoxins . Immunochemistry is also studied from the aspect of using antibodies to label epitopes of interest in cells immunocytochemistry or tissues immunohistochemistry Category Immune system Chem stub ar it Immunochimica ja pl Immunochemia pt Imunoqu mica ru sr Imunohemijske metode sh Imunohemijske metode ... more details
about the property of glass forming liquids File Glass Fragility Schematic.jpg thumb Arrhenius plot of fragility of glass formation, including strong and fragile glass formers. This representation of fragility is known as an Angell Plot . In physics of glass glass physics , fragility characterizes how rapidly the dynamics of a material slow down as it is cooled toward the glass transition materials with a higher fragility have a relatively narrow glass transition temperature range, while those with low fragility have a relatively broad glass transition temperature range. Physically, fragility may be related to the presence of dynamic heterogeneity in glasses, as well as to the breakdown of the usual Stokes Einstein relationship between viscosity and diffusion. Definition Formally, fragility reflects to what degree the temperature dependence of the viscosity or relaxation time deviates from Arrhenius equation Arrhenius behavior ref name Debenedetti cite journal last Debenedetti first P. G. coauthors Stillinger title Supercooled liquids and the glass transition journal Nature year 2001 volume 410 pages 259 267 ref . This classification was originally proposed by Austen Angell ref name Debenedetti ref C. A. Angell, Science 267, 1924 1995 . ref . The most common definition of fragility characterizes the slope of the viscosity or relaxation time of a material with temperature as it approaches the glass transition temperature from above math m left partial log 10 eta over partial left T g T right right T Tg math where math eta math is viscosity, math T g math is the glass transition temperature, m is fragility, and T is temperature ref name Novikov cite journal last Novikov first V. N. coauthors Ding, Sokolov title Correlation of fragility of supercooled liquids with elastic properties of glasses journal Physical Review E year 2005 volume 71 pages 12 ref . Glass formers with a high .... Physical Implications The physical origin of the non Arrhenius behavior of fragile glass formers ... more details
lunar crater data latitude 55.3 N or S S longitude 99.1 E or W W diameter 43 km depth Unknown colong 99 eponym Felix de Roy De Roy is a Moon lunar impact crater that is located on the Far side Moon far side of the Moon , just behind the southwestern limb. This portion of the lunar surface is brought into view during favorable libration s, allowing observation of this formation. However the crater is viewed from the side when watched from the Earth , and little detail can be seen. De Roy lies to the west of the crater Arrhenius lunar crater Arrhenius , and east of the larger Boltzmann crater Boltzmann . This crater has a worn and rounded outer rim, forming a slightly irregular circle. A pair of tiny craterlets lie along the southeast rim, and there is a narrow cleft in the northern wall. The interior floor is level and nearly featureless, with only a few tiny crater pits to mark the surface. Satellite craters By convention these features are identified on lunar maps by placing the letter on the side of the crater mid point that is closest to De Roy. class wikitable width 25 style background eeeeee De Roy width 25 style background eeeeee Latitude width 25 style background eeeeee Longitude width 25 style background eeeeee Diameter align center N align center 59.7 S align center 103.1 W align center 26 km align center P align center 58.4 S align center 102.4 W align center 35 km align center Q align center 58.1 S align center 103.6 W align center 22 km The following craters have been renamed by the International Astronomical Union IAU . De Roy X &mdash See Chadwick crater Chadwick . References Lunar crater references Moon crater stub Category Impact craters on the Moon da De Roy m nekrater it De Roy cratere ... more details
lunar crater data latitude 65.5 N or S S longitude 88.4 E or W W diameter 167 km depth 3.9 km colong 95 eponym Christian August Hausen Christian A. Hausen Hausen is a large Moon lunar impact crater that lies along the south southwestern limb of the Moon . The visibility of this crater is significantly affected by libration effects, although even under the best of conditions it is viewed nearly from on edge. It lies along the western edge of the immense walled plain Bailly crater Bailly . To the northeast is the crater Pingr crater Pingr on the near side, and to the north is the Arrhenius lunar crater Arrhenius just on the Far side Moon far side of the lunar limb. The rim of this crater is generally circular, with an outward bulge to the south southeast. The inner wall is wiktionary terrace terrace d at the northern and southern ends, and is more irregular along the eastern and western flanks. The rim along the east and southeast flanks displays slumping, producing a sharp edge. It is not significantly eroded or overlaid by craters, with only a single small craterlet along the southwest rim. The interior floor is generally level, with a few sites of rough terrain. There is a complex formation of central peaks offset somewhat to the east of the mid point. This formation extends further in the north south direction and consists of several ridges separated by valleys. There is a lower range of hills just to the southeast of this range and a small cluster of hills to the south. Satellite craters The following craters have been renamed by the International Astronomical Union IAU Hausen A &mdash See Chappe crater Chappe . Hausen B &mdash See Pil tre crater Pil tre . References Lunar crater references Category Impact craters on the Moon de Hausen Mondkrater ... more details
Orphan date October 2008 File LogP200.jpg right 200px thumb Flow reaction system for automated forced degradation testing Forced degradation or accelerated degradation is a process whereby the natural degradation rate of a product or material is increased by the application of an additional stress. Introduction Forced degradation studies are used to identify reactions which may occur to degrade a processed product. Usually conducted before final formulation, forced degradation uses external stresses to rapidly screen material stabilities. Longer term storage tests are usually used to measure similar properties when final formulations are involved because of the stringent FDA regulations. These tests are generally more expensive because of the time involved than forced degradation which is therefore used for rapid selection and elimination tests. Common stresses There are a number of common stresses which are used to pH acid base Chemical processes are often catalysed by the presence of acids and bases. The exposure of materials to these can therefore accelerate degradation reactions. Temperature In accordance to Arrhenius equation arrhenius kinetics , increasing temperature increases the rate of any degradation process. Temperature is often used in conjunction with other stresses to increase reaction rates. Oxidation Concentration Light Methodologies Standard methodologies include Wet chemistry methods Flow chemistry Calorimetry HPLC Application Empty section date July 2010 See also Chemical decomposition Thermogravimetric analysis Total productive maintenance External links http www.syrris.com Degradation.aspx Flow chemistry degradation by Syrris Category Chemical engineering ... more details
Unreferenced date December 2009 Lowercase title kT energy kT is the product of the Boltzmann constant , k , and the temperature , T . This product is used in physics as a scaling factor for energy values in molecule molecular scale systems sometimes it is used as a unit of energy , as the rates and frequencies of many processes and phenomena depend not on their energy alone, but on the ratio of that energy and kT , that is, on E kT see Arrhenius equation . More fundamentally, kT is the amount of heat required to increase the thermodynamic entropy of a system, in natural units, by one Nat information nat . In macroscopic scale systems, with large numbers of molecules, RT energy RT value is commonly used its SI units are joules per mole J Mole unit mol RT kT Avogadro s number N sub A sub . At room temperature 25 C 77 F, 298 K 1 kT is equivalent to 4.11x10 sup &minus 21 sup J , 4.11 pN· nm , 9.83x10 sup &minus 22 sup cal, 0.0256 eV, 2.479 Joule per mole kJ· mol sup &minus 1 sup or 0.593 Kilocalorie per mole kcal· mol sup &minus 1 sup . DEFAULTSORT Kt Energy Category Thermodynamics Category Statistical mechanics pl kT energia ... more details
Carl Nyr n born November 11, 1917 is a Sweden Swedish architect. Nyr n was initially influenced by Gunnar Asplund s Modern architecture Modernism as dominant style modernism , and later, in the 1960s, developed towards a structuralistic architecture. In the last twenty years, his buildings have been characterized by a Romanticism romantic , Humanism humanistic style. Though Nyr n himself is now retired, his office, Nyr ns Arkitektkontor Aktiebolag AB , remains one of Sweden s leading architectural firms. Nyr n s buildings the School of Economics at Gothenburg University , 1952 the Faculty of Education, Malm University , 1963 and 1973 the Pharmacia Laboratory in Uppsala , 1960s 80s citation needed date February 2007 the Arrhenius Laboratory at Stockholm University , 1973 Gottsunda Church, Uppsala, 1980 Uppsala City Library, 1986 Extension of the J nk ping County Museum, 1991 Artisten , education facility for music and theater, Gothenburg University, 1992 the Vitlycke Museum, Tanum , 1999 External links http www.nyrens.se Nyr ns Arkitektkontor website Persondata Metadata see Wikipedia Persondata . NAME Nyren, Carl ALTERNATIVE NAMES SHORT DESCRIPTION DATE OF BIRTH PLACE OF BIRTH DATE OF DEATH PLACE OF DEATH DEFAULTSORT Nyren, Carl Category Swedish architects Category 1917 births Category Living people no Carl Nyr n sv Carl Nyr n ... more details
simplifies to an Arrhenius type equation math eta A LT cdot e Q H RT math with math Q H H d ... exponential equation also simplifies to an Arrhenius type equation math eta A HT cdot e Q L RT ... more details
Orphan date February 2009 Duplication The Larson Miller parameter is a means of predicting the lifetime of material vs. time and temperature using a correlative approach based on the Arrhenius rate equation. The value of the parameter is usually expressed as LMP T C log t where C is a material specific constant often approximated as 20, t is the time in hours and T is the temperature in Kelvin. Creep deformation Creep stress rupture data for high temperature creep resistant alloys are often plotted as log stress to rupture versus a combination of log time to rupture and temperature. One of the most common time temperature parameters used to present this kind of data is the Larson Miller L.M. parameter, which in generalized form is math P L.M. T log t r C math T temperature, K or R br math t r math stress rupture time, h br C constant usually of order 20 According to the L.M. parameter, at a given stress level the log time to stress rupture plus a constant of the order of 20 multiplied by the temperature in kelvins or degrees Rankine remains constant for a given material. References G. E. Fuchs, High Temperature Alloys, Kirk Othmer Encyclopedia of Chemical Technology Smith & Hashemi, Foundations of Material Science and Engineering See also Larson Miller relation Creep deformation Category Materials science ... more details
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