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Balmer Johann: more detail

Balmer, Johann Jakob: An entry from Macmillan Reference USA's <i>Chemistry: Foundations and Applications</i> by Richard E. Rice, 2004

Notiz über die Spectrallinien des Wasserstoffs. In: Annalen der Physik und Chemie, Neue Folge, Band XXV, 1885. by Johann Jakob (1825-1898). BALMER, 1885-01-01

Notiz fiber die Spectrallinien des Wasseroffs. Contained in Annalen der Physik und Chemie, Volume 25 pages 80-87. by Johann Jacob Balmer , 1885-01-01

Texte fur die Gegenwart (German Edition) by Johann Heinrich Pestalozzi, 1976

lists with details

Johann Jakob Balmer
Johann Jakob balmer johann Jakob Balmer wurde am 1.Mai 1825 in Lausen im Baselland geboren. Er starb am 12.März 1898 in Basel.
http://www.chemie.uni-bremen.de/stohrer/biograph/balmer.htm
Johann Jakob Balmer - Encyclopedia Article From Britannica.com
Johann Jakob Balmer b. May 1, 1825, Lausanne, Switz. d. March 12, 1898, Basel Swiss mathematician who discovered a formula basic to the development of atomic theory and the field of atomic spectroscopy. Search Johann Jakob Balmer at Britannica.com for the Web's best sites, news and magazine articles, and related products.
http://www.britannica.com/seo/j/johann-jakob-balmer

Extractions: d. March 12, 1898, Basel Swiss mathematician who discovered a formula basic to the development of atomic theory and the field of atomic spectroscopy. A secondary-school teacher in Basel from 1859 until his death, Balmer also lectured (1865-90) on geometry at the University of Basel. In 1885 he announced Need more? Complete articles are available to premium service members. Information on site licenses is also available.
Johann Jakob Balmer
Johann Jakob Balmer. Born 1 May 1825 Johann Balmer's doctorate fromBasel was for a dissertation on the cycloid. He taught in Basel
http://physics.rug.ac.be/Fysica/Geschiedenis/Mathematicians/Balmer.html

Extractions: Died: 12 March 1898 in Basel, Switzerland Johann Balmer 's doctorate from Basel was for a dissertation on the cycloid. He taught in Basel all his life both as a school teacher and as a university lecturer at the University of Basel. His main field of interest was geometry. However Balmer is best remembered for his work on spectral series and his formula, given in 1885, for the wavelengths of the spectral lines of the hydrogen atom. The reason why the formula holds was not understood until the work of Niels Bohr in 1913. Bron: http://www-history.mcs.st-andrews.ac.uk/history/Mathematicians/Balmer.html
Balmer
Johann Jakob Balmer. Johann Balmer's father was also named Johann Jakob Balmerand he was a Chief Justice. Johann's mother was Elizabeth Rolle Balmer.
http://www-gap.dcs.st-and.ac.uk/~history/Mathematicians/Balmer.html

Extractions: Johann Balmer 's father was also named Johann Jakob Balmer and he was a Chief Justice. Johann's mother was Elizabeth Rolle Balmer. Johann was the eldest of his parents sons. He attended his first school in Liestal, a town which had just became the capital of the half canton of Basel-Landschaft. Then, for his secondary education, he studied at a school in Basel where he excelled in mathematics and decided to study that topic at university. For his university studies in mathematics Balmer attended the University of Karlsruhe and the University of Berlin. His course of studies led to a doctorate which he received from the University of Basel in 1849 for a dissertation on the cycloid. Balmer taught in Basel all his life. From 1859 until his death in 1898 he was a school teacher of mathematics at a secondary school for girls in the city. From 1865 until 1890 he was also a university lecturer in mathematics at the University of Basel where his main field of interest was geometry. He married Christine Pauline Rinck in 1868 when he was 43 years old and they had six children. However, despite being a mathematics teacher and lecturer all his life, Balmer is best remembered for his work on spectral series and his formula, given in 1885, for the wavelengths of the spectral lines of the hydrogen atom. This was set out in one of only two papers which he wrote on spectra of the elements, the second being in 1897. It is surprising to realise that Balmer was sixty years old when he wrote the paper for which he is famous on the spectral lines of the hydrogen atom and that he was seventy-two when he wrote his only other work on this topic. But for his work on what amounts to a problem in physics, Balmer would be unknown today within the history of mathematics since he made no contribution to geometry of special significance despite it being the topic of interest throughout his life.
Johann Jacob Balmer
Johann Jacob Balmer (18251898) Note on the Spectral Lines of Hydrogen Annalen der Physik und Chemie 25, 80-5 (1885) as translated and published by Henry A. Boorse Lloyd Motz, The World of the Atom, Vol.
http://maple.lemoyne.edu/faculty/giunta/balmer.html

Extractions: Annalen der Physik und Chemie The World of the Atom, Vol. 1 (New York: Basic Books, 1966) with omissions filled in by Carmen Giunta] We may call this number the fundamental number of hydrogen; and if corresponding fundamental numbers can be found for the spectral lines of other elements, we may accept the hypothesis that relations which can be expressed by some function exist between these fundamental numbers and the corresponding atomic weights. The wavelengths of the first four hydrogen lines are obtained by multiplying the fundamental number h = 3645.6 in succession by the coefficients 9/5; 4/3; 25/21; and 9/8. At first it appears that these four coefficients do not form a regular series; but if we multiply the numerators in the second and the fourth terms by 4 a consistent regularity is evident and the coefficients have for numerators the numbers 3 and for denominators a number that is less by 4. For several reasons it seems to me probable that the four coefficients which have just been given belong to two series, so that the second series includes the terms of the first series; hence I have finally arrived at the present formula for the coefficients in the more general form: m /(m -n ) in which m and n are whole numbers.
Famous Chemists
Johann Jakob balmer johann Balmer was born May 1, 1825 and he died on March 12, 1898. Johann Balmer's father was also named Johann Jakob Balmer and he was a Chief Justice. Johann's mother was Elizabeth Rolle Balmer.
http://www.sanbenito.k12.tx.us/district/webpages2002/judymedrano/famous%20chemis

Extractions: Famous Chemists Johann Jakob Balmer Johann Balmer was born May 1, 1825 and he died on March 12, 1898. Johann Balmer's father was also named Johann Jakob Balmer and he was a Chief Justice. Johann's mother was Elizabeth Rolle Balmer. Johann was the eldest of his parent's sons. He attended his first school in Liestal, a town which had just became the capital of the half canton of Basel-Landschaft. He married Christine Pauline Rinck in 1868 when he was 43 years old and they had six children. Balmer is best remembered for his work on spectral series and his formula, given in 1885, for the wavelengths of the spectral lines of the hydrogen atom. This was set out in one of only two papers which he wrote on spectra of the elements, the second being in 1897. It is surprising to realize that Balmer was sixty years old when he wrote the paper for which he is famous on the spectral lines of the hydrogen atom and that he was seventy-two when he wrote his only other work on this topic. Balmer's famous formula is hm m n In his paper in 1885 Balmer suggested that giving n other small integer values would give the wavelengths of other series produced by the hydrogen atom. Indeed this prediction turned out to be correct and these series of lines were later observed. The reason why the formula holds was not understood in Balmer's lifetime and had to wait until the theoretical work of Niels Bohr in 1913.
Johann Jacob Balmer
Johann Jacob Balmer (18251898). Note on the Spectral Lines of Hydrogen.Annalen der Physik und Chemie 25, 80-5 (1885) as translated
http://webserver.lemoyne.edu/faculty/giunta/balmer.html

Extractions: Annalen der Physik und Chemie The World of the Atom, Vol. 1 (New York: Basic Books, 1966) with omissions filled in by Carmen Giunta] We may call this number the fundamental number of hydrogen; and if corresponding fundamental numbers can be found for the spectral lines of other elements, we may accept the hypothesis that relations which can be expressed by some function exist between these fundamental numbers and the corresponding atomic weights. The wavelengths of the first four hydrogen lines are obtained by multiplying the fundamental number h = 3645.6 in succession by the coefficients 9/5; 4/3; 25/21; and 9/8. At first it appears that these four coefficients do not form a regular series; but if we multiply the numerators in the second and the fourth terms by 4 a consistent regularity is evident and the coefficients have for numerators the numbers 3 and for denominators a number that is less by 4. For several reasons it seems to me probable that the four coefficients which have just been given belong to two series, so that the second series includes the terms of the first series; hence I have finally arrived at the present formula for the coefficients in the more general form: m /(m -n ) in which m and n are whole numbers.
Famous People
Luis Ampère André Maria Anderson Carl Anderson Philip Ångström Anders AppletonEdward Archimédes Aristoteles Avogadro Amedeo, balmer johann Bardeen John
http://www.aldebaran.cz/famous/list_abc.html
Johann Jakob Balmer
Johann Jakob Balmer (1825 1898) Balmer's doctorate from Basel wasfor a dissertation on the cycloid. He taught in Basel all his
http://gifted.kaist.ac.kr:7777/html/internet/echide/science/www.kcsnet.or.kr/edu

Extractions: Balmer's doctorate from Basel was for a dissertation on the cycloid. He taught in Basel all his life both as a school teacher and as a university lecturer at the University of Basel. His main field of interest was geometry. However Balmer is best remembered for his work on spectral series and his formula, given in 1885, for the wavelengths of the spectral lines of the hydrogen atom. The reason why the formula holds was not understood until the work of Niels Bohr in 1913. Back to the famous scientist list
Mathematiker Mit Bb
Translate this page B. Itsfine-Profi Bannerexchange Itsfine-Profi Bannerexchange. balmer johannJakob (1825 - 1898, Lausanne). Banach Stefan (1892 - 1945, Lwów).
http://homepages.compuserve.de/thweidenfeller/mathematiker/b.html
Physiciens De A à Z
Translate this page 1, balmer johann (Bâle) 1825-1898. Il recherche les formules mathématiques quidécrivent le mieux les spectres lumineux émis par les décharges gazeuses.
http://www.ifrance.com/scientix/pages/B.htm

Extractions: Aurélie 03/2000 tout public A C D E ... G l est la longueur d'onde ( m); R une constante qui s'appellera plus tard la constante de Rydberg n un nombre entier. Raies de Balmer retour Barkla Charles (Edimbourg) 1877-1944 prix Nobel de physique en 1917 retour Barlow Peter (Londres) 1776-1862 roue de Barlow retour Becquerel Henri (Paris) 1852-1908 Le Becquerel Bell Alexander (Edimbourg) 1847- 1942 Il permet de calculer la vitesse du fluide en fonction de la pression. retour Biot Jean Baptiste (Paris) 1774-1862 loi de Biot et Savart retour Bode Johann (Berlin) 1747-1826 loi de Titius-Bode retour Bohr Niels (Copenhague) 1885-1962 prix Nobel de physique en 1922 atomes de Bohr p retour Boltzmann Ludwick (Vienne) 1844-1906 constante de Boltzmann Une mole de gaz parfait contient N (n bre JK loi de distribution de Maxwell-Boltzmann N i i retour relation de Bragg n l =2d sin( q l est la longueur d'onde des RX d : distance entre deux plans atomiques dans un cristal q n nombre entier retour
Premi Nobel Per La Chimica
balmer johann Jakob;Bequerel Henri Antoine; Bequerel Henri Antoine; Bergius Friedrich;
http://www.itchiavari.org/chimica/tabelle/biografie.html
Virtual Encyclopedia Of Mathematics
paul gustav heinrich backus john bacon roger baer reinhold baire renélouis bakerhenry frederick ball walter william rouse balmer johann jakob banach stefan
http://www.lacim.uqam.ca/~plouffe/Simon/supermath.html
Science Center Virtuale - Ae
Translate this page Balmer, Johann Jakob balmer johann Jakob Balmer (1825-1898), fisico sperimentaleautore di importanti lavori nel campo della spettroscopia.
http://www.torinoscienza.it/personaggi/ae

Extractions: il progetto promotori redazione architettura ... recensioni personaggi parole cronologie dossier sperimentare ... attiva chi siamo approfondimenti divertirsi esplora La vita e le opere di alcuni tra i personaggi storici che hanno influenzato lo sviluppo della scienza e della tecnologia. Abbott Edwin Abbott Abbott
References For Balmer
References for johann balmer. Biography in Dictionary of Scientific Biography (NewYork 19701990). Articles H balmer, johann Jakob balmer 1. Mai 1825 bis 12.
http://www-gap.dcs.st-and.ac.uk/~history/References/Balmer.html
Balmer, Johann Jakob
Translate this page 28/11/02 No 4. balmer, johann Jakob. 1.5.1825 Lausen, 12.3.1898 Basel,ref., von Lausen und Basel. Sohn des johann Jakob, Landwirts
http://www.snl.ch/dhs/externe/protect/textes/D28774.html
Balmer
Biography of johann balmer (18251898) johann's mother was Elizabeth Rolle balmer. johann was the eldest of his parents sons.
http://www-groups.dcs.st-and.ac.uk/~history/Mathematicians/Balmer.html

Extractions: Johann Balmer 's father was also named Johann Jakob Balmer and he was a Chief Justice. Johann's mother was Elizabeth Rolle Balmer. Johann was the eldest of his parents sons. He attended his first school in Liestal, a town which had just became the capital of the half canton of Basel-Landschaft. Then, for his secondary education, he studied at a school in Basel where he excelled in mathematics and decided to study that topic at university. For his university studies in mathematics Balmer attended the University of Karlsruhe and the University of Berlin. His course of studies led to a doctorate which he received from the University of Basel in 1849 for a dissertation on the cycloid. Balmer taught in Basel all his life. From 1859 until his death in 1898 he was a school teacher of mathematics at a secondary school for girls in the city. From 1865 until 1890 he was also a university lecturer in mathematics at the University of Basel where his main field of interest was geometry. He married Christine Pauline Rinck in 1868 when he was 43 years old and they had six children. However, despite being a mathematics teacher and lecturer all his life, Balmer is best remembered for his work on spectral series and his formula, given in 1885, for the wavelengths of the spectral lines of the hydrogen atom. This was set out in one of only two papers which he wrote on spectra of the elements, the second being in 1897. It is surprising to realise that Balmer was sixty years old when he wrote the paper for which he is famous on the spectral lines of the hydrogen atom and that he was seventy-two when he wrote his only other work on this topic. But for his work on what amounts to a problem in physics, Balmer would be unknown today within the history of mathematics since he made no contribution to geometry of special significance despite it being the topic of interest throughout his life.
Balmer, Johann (1825-1898) -- From Eric Weisstein's World Of Scientific Biograph
Branch of Science " Mathematicians Branch of Science " Physicists Nationality " Swiss balmer, johann (18251898) Swiss mathematician and physicist who explained the visible spectral lines of hydrogen spectrum (involving electron drops to the n' =
http://www.treasure-troves.com/bios/Balmer.html
Balmer, Johann (1825-1898) -- From Eric Weisstein's World Of Scientific Biograph
Alphabetical Index. About this site. Branch of Science , Mathematicians v. Branchof Science , Physicists v. Nationality , Swiss v. balmer, johann (18251898),
http://scienceworld.wolfram.com/biography/Balmer.html
Balmer Formula -- From Eric Weisstein's World Of Physics
This entry contributed by Dana Romero. In 1885, johann balmer discovered a formulafor the series of discrete spectral lines emitted by atomic hydrogen.
http://scienceworld.wolfram.com/physics/BalmerFormula.html

Extractions: This entry contributed by Dana Romero In 1885, Johann Balmer discovered a formula for the series of discrete spectral lines emitted by atomic hydrogen . These had been observed for many years previously, with many unsuccessful attempts to describe them mathematically. The Balmer formula is given by for n = 3, 4, ... (the principal quantum number ), where is the wavelength of the light emitted and R is a constant now known as the Rydberg constant . If is measured in meters, For n = 3, the Balmer formula gives a wavelength is 656.3 nm, which is known as the Hydrogen-alpha line. Since the Balmer formula, other series have been found, most notably the Lyman, Paschen, and Brackett series, each describing different electron transitions of orbiting electrons in the hydrogen atom . Each of these formulas is a special case of the general equation

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