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Max Planck
Max Planck
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Max Karl Ernst Ludwig Planck (German: [maks ˈplaŋk] ; 23 April 1858 – 4 October 1947) was a German theoretical physicist whose discovery of energy quanta won him the Nobel Prize in Physics in 1918.[4]

Key Information

Planck made many substantial contributions to theoretical physics, but his fame as a physicist rests primarily on his role as the originator of quantum theory and one of the founders of modern physics,[5][6] which revolutionized understanding of atomic and subatomic processes. He is known for the Planck constant, which is of foundational importance for quantum physics, and which he used to derive a set of units, now called Planck units, expressed only in terms of physical constants.[7]

Planck was twice President of the Kaiser Wilhelm Society. In 1948 it was renamed the Max Planck Society, and today includes 83 institutions representing a wide range of scientific directions.

Early life and education

[edit]

Max Karl Ernst Ludwig Planck was born on 23 April 1858 in Kiel, Holstein, the son of Johann Julius Wilhelm Planck and his second wife, Emma Patzig. He was baptized with the name of Karl Ernst Ludwig Marx Planck; of his given names, Marx was indicated as the "appellation name".[8] However, by the age of ten he signed with the name Max and used this for the rest of his life.[9]

Planck came from a traditional, intellectual family. His paternal great-grandfather and grandfather were both theology professors in Göttingen; his father was a law professor at the University of Kiel and Munich. One of his uncles was also a judge.[10]

Planck was the sixth child in the family, though two of his siblings were from his father's first marriage. War was common during Planck's early years and among his earliest memories was the marching of Prussian and Austrian troops into Kiel during the Second Schleswig War in 1864.[10]

In 1867, the family moved to Munich, where Planck enrolled at Maximiliansgymnasium. There, his mathematical talents emerged early[11][12] and he later came under the tutelage of Hermann Müller, a mathematician who took an interest in the youth, and taught him astronomy and mechanics as well as mathematics. It was from Müller that Planck first learned the principle of conservation of energy. Planck graduated early, at age 17.[13] This is how Planck first came in contact with the field of physics.

Planck was gifted when it came to music; he took singing lessons and played piano, organ and cello, and composed songs and operas. However, instead of music he chose to study physics.

In 1874, Planck enrolled at the University of Munich. Under professor Philipp von Jolly's supervision, Planck performed the only experiments of his scientific career, studying the diffusion of hydrogen through heated platinum, but transferred to theoretical physics. Jolly advised Planck against going into theoretical physics; Planck recalls that in 1878, Jolly argued that physics was almost complete, being a "highly developed, nearly fully matured science, that through the crowning achievement of the discovery of the principle of conservation of energy will arguably soon take its final stable form".[14]

In 1877, Planck went to the University of Berlin for a year of study with physicists Hermann von Helmholtz and Gustav Kirchhoff and mathematician Karl Weierstrass. He wrote that Helmholtz was never quite prepared, spoke slowly, miscalculated endlessly, and bored his listeners, while Kirchhoff spoke in carefully prepared lectures which were dry and monotonous. He soon became a close friend with Helmholtz. While there he undertook a program of mostly self-study of Rudolf Clausius' writings, which led him to choose thermodynamics as his field.

Planck in 1878

In October 1878, Planck passed his qualifying exams and in February 1879 defended his thesis Über den zweiten Hauptsatz der mechanischen Wärmetheorie (On the second law of mechanical heat theory). He briefly taught mathematics and physics at his former school in Munich.

By the year 1880, Planck had obtained the two highest academic degrees offered in Europe. The first was a doctorate degree after he completed his paper detailing his research and theory of thermodynamics.[10] He then presented his venia legendi (habilitation) thesis titled Gleichgewichtszustände isotroper Körper in verschiedenen Temperaturen (Equilibrium states of isotropic bodies at different temperatures).

Career and research

[edit]

In 1880, Planck became a Privatdozent (unsalaried lecturer) at Munich, waiting until he was offered an academic position. Although he was initially ignored by the academic community, he furthered his work on the field of heat theory and discovered one after another the same thermodynamical formalism as Gibbs without realizing it. Clausius' ideas on entropy occupied a central role in his work.

In April 1885, Planck was appointed Associate Professor of Theoretical Physics at the University of Kiel. Further work on entropy and its treatment, especially as applied in physical chemistry, followed. He published his Treatise on Thermodynamics in 1897.[15] He proposed a thermodynamic basis for Svante Arrhenius's theory of electrolytic dissociation.

In 1889, Planck was named the successor to Kirchhoff's position at the University of Berlin[16] – presumably thanks to Helmholtz's intercession – and by 1892 became Full Professor. In 1907, he was offered Ludwig Boltzmann's position in Vienna, but turned it down to stay in Berlin. During 1909, as a University of Berlin professor, he was invited to become the Ernest Kempton Adams Lecturer in Theoretical Physics at Columbia University in New York City. A series of his lectures were translated and co-published by Columbia University professor A. P. Wills.[17] He was elected to the American Academy of Arts and Sciences in 1914.[18] He retired from Berlin on 10 January 1926,[19] and was succeeded by Erwin Schrödinger.[20] He was elected to the National Academy of Sciences in 1926 and to the American Philosophical Society in 1933.[21][22]

Professor at Berlin University

[edit]

As a professor at the University of Berlin, Planck joined the local Physical Society. He later wrote about this time: "In those days I was essentially the only theoretical physicist there, whence things were not so easy for me, because I started mentioning entropy, but this was not quite fashionable, since it was regarded as a mathematical spook".[23] Thanks to his initiative, the various local Physical Societies of Germany merged in 1898 to form the German Physical Society (Deutsche Physikalische Gesellschaft, DPG); from 1905 to 1909 Planck was the president.

Plaque at the Humboldt University of Berlin: "Max Planck, discoverer of the elementary quantum of action h, taught in this building from 1889 to 1928."

Planck started a six-semester course of lectures on theoretical physics, "dry, somewhat impersonal"[citation needed] according to Lise Meitner, "using no notes, never making mistakes, never faltering; the best lecturer I ever heard"[citation needed] according to an English participant, James R. Partington, who continues: "There were always many standing around the room. As the lecture-room was well heated and rather close, some of the listeners would from time to time drop to the floor, but this did not disturb the lecture."[citation needed] Planck did not establish an actual "school"; the number of his graduate students was only about 20, among them:[citation needed]

Entropy

[edit]

Thermodynamics, also known as the "mechanical theory of heat" at the end of the 19th century, had emerged at the beginning of this century from an attempt to understand the functioning of steam engines and to improve their efficiency. In the 1840s, several researchers independently discovered and formulated the law of conservation of energy, which is now also known as the first law of thermodynamics. In 1850, Rudolf Clausius formulated the so-called second law of thermodynamics, which states that a voluntary (or spontaneous) transfer of energy is only possible from a warmer to a colder body, but not vice versa. In England at this time William Thomson came to the same conclusion.

Clausius generalized his formulation further and further and came up with a new formulation in 1865. To this end, he introduced the concept of entropy, which he defined as a measure of the reversible supply of heat in relation to the absolute temperature.

The new formulation of the second law, which is still valid today, was: "Entropy can be created, but never destroyed". Clausius, whose work Planck read as a young student during his stay in Berlin, successfully applied this new law of nature to mechanical, thermoelectric and chemical processes.

In his thesis in 1879, Planck summarized Clausius' writings, pointing out contradictions and inaccuracies in their formulation and then clarifying them. In addition, he generalized the validity of the second law to all processes in nature; Clausius had limited its application to reversible processes and thermal processes. Furthermore, Planck dealt intensively with the new concept of entropy and emphasized that entropy is not only a property of a physical system, but at the same time a measure of the irreversibility of a process: If entropy is generated in a process, it is irreversible, since entropy cannot be destroyed according to the second law. In reversible processes, the entropy remains constant. He presented this fact in detail in 1887 in a series of treatises entitled "On the Principle of the Increase of Entropy".[25]

In his study of the concept of entropy, Planck did not follow the molecular, probabilistic interpretation that prevailed at the time, as these do not provide absolute proof of universality. Instead, he pursued a phenomenological approach and was also skeptical of atomism. Even though he later abandoned this attitude in the course of his work on the law of radiation, his early work impressively shows the possibilities of thermodynamics in solving concrete physicochemical problems.[26][27]

Planck's understanding of entropy included the realization that the maximum of entropy corresponds to the equilibrium state. The accompanying conclusion that knowledge of the Entropy allows all laws of thermodynamic equilibrium states to be derived corresponds to the modern understanding of such states. Planck therefore chose equilibrium processes as his research focus and, based on his habilitation thesis, researched the coexistence of aggregate states and the equilibrium of gas reactions, for example. This work on the frontier of chemical thermodynamics also received great attention due to the rapidly expanding chemical work at that time.

Independently of Planck, Josiah Willard Gibbs had also discovered almost all the knowledge Planck gained about the properties of physicochemical equilibria and published them from 1876 onwards. Planck was unaware of these essays, and they did not appear in German until 1892. However, both scientists approached the topic in different ways, while Planck dealt with irreversible processes, Gibbs looked at equilibria. This approach was finally able to prevail because of its simplicity, but Planck's approach is attributed the greater universality.[28]

Black-body radiation

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Planck in 1901

In 1894, Planck turned his attention to the problem of black-body radiation. The problem had been stated by Kirchhoff in 1859: "how does the intensity of the electromagnetic radiation emitted by a black body (a perfect absorber, also known as a cavity radiator) depend on the frequency of the radiation (i.e., the color of the light) and the temperature of the body?". The question had been explored experimentally, but no theoretical treatment had agreed with the experimentally observed evidence. Wilhelm Wien proposed Wien's law, which correctly predicted the behaviour at high frequencies, but failed at low frequencies. The Rayleigh–Jeans law, another approach to the problem, agreed with experimental results at low frequencies, but created what was later known as the "ultraviolet catastrophe" at high frequencies, as predicted by classical physics. However, contrary to many textbooks, this was not a motivation for Planck.[29]

Planck's first proposed solution to the problem in 1899 followed from what he called the "principle of elementary disorder", which allowed him to derive Wien's law from a number of assumptions about the entropy of an ideal oscillator, creating what was referred to as the Wien–Planck law. Soon, however, it was found that experimental evidence did not confirm the new law at all, to Planck's frustration. He revised his approach and now derived the first version of the famous Planck black-body radiation law, which described clearly the experimentally observed black-body spectrum. It was first proposed in a meeting of the DPG on 19 October 1900 and published in 1901. (This first derivation did not include energy quantisation, and did not use statistical mechanics, to which he held an aversion.) In November 1900 Planck revised this first version, now relying on Boltzmann's statistical interpretation of the second law of thermodynamics as a way of gaining a more fundamental understanding of the principles behind his radiation law. Planck was deeply suspicious of the philosophical and physical implications of such an interpretation of Boltzmann's approach; thus his recourse to them was, as he later put it, "an act of despair ... I was ready to sacrifice any of my previous convictions about physics".[29]

The central assumption behind his new derivation, presented to the DPG on 14 December 1900, was the supposition, now known as the Planck postulate, that electromagnetic energy could be emitted only in quantized form, in other words, the energy could only be a multiple of an elementary unit:

where h is the Planck constant, also known as Planck's action quantum (introduced already in 1899), and ν is the frequency of the radiation. Note that the elementary units of energy discussed here are represented by and not simply by ν. Physicists now call these quanta photons, and a photon of frequency ν will have its own specific and unique energy. The total energy at that frequency is then equal to multiplied by the number of photons at that frequency.

Planck in 1918, the year he was awarded the Nobel Prize in Physics for his work on quantum theory

At first Planck considered that quantisation was only "a purely formal assumption ... actually I did not think much about it ..."; nowadays this assumption, incompatible with classical physics, is regarded as the birth of quantum physics and the greatest intellectual accomplishment of Planck's career. (Boltzmann had been discussing in a theoretical paper in 1877 the possibility that the energy states of a physical system could be discrete). The discovery of the Planck constant enabled him to define a new universal set of physical units (such as the Planck length and the Planck mass), all based on fundamental physical constants, upon which much of quantum theory is based. In a discussion with his son in December 1918 Planck described his discovery as 'a discovery of the first rank, comparable perhaps only to the discoveries of Newton'.[30] In recognition of Planck's fundamental contribution to a new branch of physics, he was awarded the Nobel Prize in Physics for 1918; (he received the award in 1919).[31][32]

Subsequently, Planck tried to grasp the meaning of energy quanta, but to no avail. "My unavailing attempts to somehow reintegrate the action quantum into classical theory extended over several years and caused me much trouble." Even several years later, other physicists such as Rayleigh, Jeans, and Lorentz set the Planck constant to zero in order to align with classical physics, but Planck knew well that this constant had a precise nonzero value. "I am unable to understand Jeans' stubbornness – he is an example of a theoretician as should never be existing, the same as Hegel was for philosophy. So much the worse for the facts if they don't fit."[33]

Max Born wrote about Planck: "He was, by nature, a conservative mind; he had nothing of the revolutionary and was thoroughly skeptical about speculations. Yet his belief in the compelling force of logical reasoning from facts was so strong that he did not flinch from announcing the most revolutionary idea which ever has shaken physics."[1]

Einstein and the theory of relativity

[edit]

In 1905, three papers by Albert Einstein were published in the journal Annalen der Physik. Planck was among the few who immediately recognized the significance of the special theory of relativity. Thanks to his influence, this theory was soon widely accepted in Germany. Planck also contributed considerably to extend the special theory of relativity. For example, he recast the theory in terms of classical action.[34]

Einstein's hypothesis of light quanta (photons), based on Heinrich Hertz's 1887 discovery (and further investigation by Philipp Lenard) of the photoelectric effect, was initially rejected by Planck. He was unwilling to discard completely Maxwell's theory of electrodynamics. "The theory of light would be thrown back not by decades, but by centuries, into the age when Christiaan Huygens dared to fight against the mighty emission theory of Isaac Newton ..."[35]

In 1910, Einstein pointed out the anomalous behavior of specific heat at low temperatures as another example of a phenomenon which defies explanation by classical physics. Planck and Walther Nernst, seeking to clarify the increasing number of contradictions, organized the First Solvay Conference (Brussels 1911). At this meeting Einstein was able to convince Planck.

Meanwhile, Planck had been appointed dean of Berlin University, whereby it was possible for him to call Einstein to Berlin and establish a new professorship for him (1914). Soon the two scientists became close friends and met frequently to play music together.

First World War

[edit]

At the onset of the First World War Planck endorsed the general excitement of the public, writing that, "Besides much that is horrible, there is also much that is unexpectedly great and beautiful: the smooth solution of the most difficult domestic political problems by the unification of all parties (and) ... the extolling of everything good and noble."[36][37] Planck also signed the infamous "Manifesto of the 93 intellectuals", a pamphlet of polemic war propaganda (while Einstein retained a strictly pacifistic attitude which almost led to his imprisonment, only being spared thanks to his Swiss citizenship).

In 1915, when Italy was still a neutral power, Planck voted successfully for a scientific paper from Italy, which received a prize from the Prussian Academy of Sciences, where Planck was one of four permanent presidents.

Post-war and the Weimar Republic

[edit]

In the turbulent post-war years, Planck, now the highest authority of German physics, issued the slogan "persevere and continue working" to his colleagues.

In October 1920, he and Fritz Haber established the Notgemeinschaft der Deutschen Wissenschaft (Emergency Organization of German Science), aimed at providing financial support for scientific research. A considerable portion of the money the organization would distribute was raised abroad.

Planck held leading positions at Berlin University, the Prussian Academy of Sciences, the German Physical Society, and the Kaiser Wilhelm Society (which became the Max Planck Society in 1948). During this time economic conditions in Germany were such that he was hardly able to conduct research. In 1926, Planck became a foreign member of the Royal Netherlands Academy of Arts and Sciences.[38]

During the interwar period, Planck became a member of the Deutsche Volks-Partei (German People's Party), the party of Nobel Peace Prize laureate Gustav Stresemann, which aspired to liberal aims for domestic policy and rather revisionistic aims for politics around the world.

Planck disagreed with the introduction of universal suffrage and later expressed the view that the Nazi dictatorship resulted from "the ascent of the rule of the crowds".[39]

Quantum mechanics

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From left to right: Nernst, Einstein, Planck, Millikan, and Laue at a dinner given by von Laue in Berlin on 11 November 1931

At the end of the 1920s, Niels Bohr, Werner Heisenberg, and Wolfgang Pauli had worked out the Copenhagen interpretation of quantum mechanics, but it was rejected by Planck, and by Schrödinger, Laue, and Einstein as well. Planck expected that wave mechanics would soon render quantum theory – his own child – unnecessary. This was not to be the case, however. Further work only served to underscore the enduring central importance of quantum theory, even against his and Einstein's philosophical revulsions. Here Planck experienced the truth of his own earlier observation from his struggle with the older views during his younger years: "A new scientific truth does not triumph by convincing its opponents and making them see the light, but rather because its opponents eventually die, and a new generation grows up that is familiar with it."[40]

Nazi dictatorship and the Second World War

[edit]

When the Nazis came to power in 1933, Planck was 74 years old. He witnessed many Jewish friends and colleagues expelled from their positions and humiliated, and hundreds of scientists emigrate from Nazi Germany. Again he tried to "persevere and continue working" and asked scientists who were considering emigration to remain in Germany. Nevertheless, he did help his nephew, the economist Hermann Kranold, to emigrate to London after his arrest.[41] He hoped the crisis would abate soon and the political situation would improve.

Otto Hahn asked Planck to gather well-known German professors in order to issue a public proclamation against the treatment of Jewish professors, but Planck replied, "If you are able to gather today 30 such gentlemen, then tomorrow 150 others will come and speak against it, because they are eager to take over the positions of the others."[42] Under Planck's leadership, the Kaiser Wilhelm Society (KWG) avoided open conflict with the Nazi regime, except concerning the Jewish Fritz Haber. In May 1933 Planck requested and received an interview with the recently appointed Chancellor of Germany Adolf Hitler to discuss the issue, telling him that the "forced emigration of Jews would kill German science and Jews could be good Germans", to which the chancellor replied "but we don't have anything against the Jews, only against communists". Planck was therefore unsuccessful, since this reply "took from him every basis for further negotiation",[43] as to Hitler "the Jews are all Communists, and these are my enemies." In the following year, 1934, Haber died in exile.[44]

One year later, Planck, having been the president of the KWG since 1930, organized in a somewhat provocative style an official commemorative meeting for Haber. He also succeeded in secretly enabling a number of Jewish scientists to continue working in institutes of the KWG for several years. In 1936, his term as president of the KWG ended, and the Nazi government pressured him to refrain from seeking another term.

As the political climate in Germany gradually became more hostile, Johannes Stark, prominent exponent of the Deutsche Physik ("German Physics", also called "Aryan Physics") attacked Planck, Arnold Sommerfeld, and Heisenberg for continuing to teach the theories of Einstein, calling them "white Jews". The "Hauptamt Wissenschaft" (Nazi government office for science) started an investigation of Planck's ancestry, claiming that he was "1/16 Jewish", but Planck denied it.[45]

In 1938, Planck celebrated his 80th birthday. The DPG held a celebration, during which the Max-Planck medal (founded as the highest medal by the DPG in 1928) was awarded to French physicist Louis de Broglie. At the end of 1938, the Prussian Academy lost its remaining independence and was taken over by Nazis, as part of their process of Gleichschaltung. Planck protested by resigning his presidency. He continued to travel frequently, giving numerous public talks, such as his talk on Religion and Science and, five years later, he was sufficiently fit to climb 3,000-metre peaks in the Alps.

During the Second World War, the increasing number of Allied bombing missions against Berlin forced Planck and his wife to temporarily leave the city and live in the countryside. In 1942, he wrote: "In me an ardent desire has grown to persevere this crisis and live long enough to be able to witness the turning point, the beginning of a new rise." In February 1944, his home in Berlin was completely destroyed by an air raid, annihilating all his scientific records and correspondence. His rural retreat was threatened by the rapid advance of the Allied armies from both sides.

In 1944, Planck's son Erwin was arrested by the Gestapo following the attempted assassination of Hitler in the 20 July plot. He was tried and sentenced to death by the People's Court in October 1944. Erwin was hanged at Berlin's Plötzensee Prison in January 1945. The death of his son destroyed much of Planck's will to live.[46]

Personal life and death

[edit]
Planck's grave in Göttingen

In March 1887, Planck married Marie Merck (1861–1909), sister of a school fellow, and moved with her into a sublet apartment in Kiel. They had four children: Karl (1888–1916), the twins Emma (1889–1919) and Grete (1889–1917), and Erwin (1893–1945).

After living in the apartment in Berlin, the Planck family lived in a villa in Berlin-Grunewald, Wangenheimstrasse 21. Several other professors from University of Berlin lived nearby, among them theologian Adolf von Harnack, who became a close friend of Planck. Soon the Planck home became a social and cultural center. Numerous well-known scientists, such as Albert Einstein, Otto Hahn and Lise Meitner were frequent visitors. The tradition of jointly performing music had already been established in the home of Helmholtz.

After several happy years, in July 1909 Marie Planck died, possibly of tuberculosis.

In March 1911 Planck married his second wife, Marga von Hoesslin (1882–1948); in December his fifth child, Hermann, was born.

During the First World War, Planck's second son, Erwin, was taken prisoner by the French in 1914, while his oldest son, Karl, was killed in action at Verdun. Grete died in 1917 while giving birth to her first child. Her sister died the same way two years later, after having married Grete's widower. Both granddaughters survived and were named after their mothers. Planck endured these losses stoically.

In January 1945, Erwin Planck, to whom he had been particularly close, was sentenced to death by the Volksgerichtshof (People's Court) because of his participation in the failed attempt to assassinate Hitler in July 1944. Erwin was executed on 23 January 1945.[47]

After World War II ended, Planck, his second wife, and their son were brought to a relative in Göttingen, where Planck died on October 4, 1947. He is buried at the Stadtfriedhof (City Cemetery) in Göttingen.[48]

Religious views

[edit]
Planck on a West German stamp (1952)

Planck was a member of the Lutheran Church in Germany.[49] He was very tolerant toward alternative views and religions.[50] In a lecture in 1937 entitled "Religion und Naturwissenschaft" ("Religion and Natural Science") he suggested the importance of these symbols and rituals related directly with a believer's ability to worship God, but that one must be mindful that the symbols provide an imperfect illustration of divinity. He criticized atheism for being focused on the derision of such symbols, while at the same time warned of the over-estimation of the importance of such symbols by believers.[51][50][non-tertiary source needed]

Planck said in 1944, "As a man who has devoted his whole life to the most clear headed science, to the study of matter, I can tell you as a result of my research about atoms this much: There is no matter as such. All matter originates and exists only by virtue of a force which brings the particle of an atom to vibration and holds this most minute solar system of the atom together. We must assume behind this force the existence of a conscious and intelligent spirit [orig. Geist]. This spirit is the matrix of all matter."[52]

Planck argued that the concept of God is important to both religion and science, but in different ways: "Both religion and science require a belief in God. For believers, God is in the beginning, and for physicists He is at the end of all considerations … To the former He is the foundation, to the latter, the crown of the edifice of every generalized world view".[53]

Furthermore, Planck wrote,

..."to believe" means "to recognize as a truth", and the knowledge of nature, continually advancing on incontestably safe tracks, has made it utterly impossible for a person possessing some training in natural science to recognize as founded on truth the many reports of extraordinary occurrences contradicting the laws of nature, of miracles which are still commonly regarded as essential supports and confirmations of religious doctrines, and which formerly used to be accepted as facts pure and simple, without doubt or criticism. The belief in miracles must retreat step by step before relentlessly and reliably progressing science and we cannot doubt that sooner or later it must vanish completely.[54]

Noted historian of science John L. Heilbron characterized Planck's views on God as deistic.[55] Heilbron further relates that when asked about his religious affiliation, Planck replied that although he had always been deeply religious, he did not believe "in a personal God, let alone a Christian God".[56]

Posthumous honors

[edit]
  • In 1953, the German Post Office Berlin honored Max Planck with a 30-pfennig stamp in the series "Men from Berlin's History."
  • From 1957 to 1971, the Federal Republic's 2-DM coins featured Max Planck's portrait.
  • In 1958, a commemorative plaque was unveiled in the forecourt of the Humboldt University of Berlin.
  • In 1958, the Max Planck Society presented a bust of Planck, created in 1939, to the Physical Society of the GDR. The bust has been on display in the exhibition room of the Magnushaus since 1991.
  • In 1970, the lunar crater Planck and the adjacent valley Vallis Planck were named after Planck.
  • In 1983, the GDR issued a 5-mark commemorative coin to mark his 125th birthday. This was not a circulating coin, but was primarily sold for foreign currency.
  • In 1989, a Berlin commemorative plaque was unveiled at Planck's former residence in Berlin-Grunewald.
  • In 2008, a special postage stamp and a 10-Euro silver commemorative coin were issued to mark his 150th birthday.
  • In 2014, Google celebrated Planck's 156th birthday with a Google Doodle on April 23.
  • In 2022, his bust was placed in Walhalla.[57]

Publications

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Vorlesungen über die Theorie der Wärmestrahlung, 1906

See also

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Notes

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References

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Sources

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[edit]
Revisions and contributorsEdit on WikipediaRead on Wikipedia
from Grokipedia
Max Karl Ernst Ludwig Planck (23 April 1858 – 4 October 1947) was a German theoretical regarded as the originator of quantum theory, which revolutionized by introducing the concept of energy quanta to resolve discrepancies in spectra. In December 1900, Planck derived a formula for the spectral energy density of , positing that is emitted and absorbed in discrete packets of energy proportional to frequency, quantified by the constant h (Planck's constant), expressed as E = hν. This breakthrough, initially a mathematical expedient rooted in thermodynamic principles, laid the groundwork for , influencing subsequent developments by figures like Einstein, Bohr, and Heisenberg, though Planck himself remained skeptical of its broader implications for classical . For these foundational contributions, he was awarded the in 1918, recognizing his services to the advancement of physics. Planck held professorships at , , and universities, served as president of the (precursor to the ), and contributed to and relativity, while enduring personal tragedies including the loss of his son to Nazi execution.

Early Life and Education

Family Background and Childhood in Kiel

Max Karl Ernst Ludwig Planck was born on April 23, 1858, in Kiel, Schleswig-Holstein, then part of the Kingdom of Prussia following the Second Schleswig War. His father, Julius Wilhelm Planck (born 1817), served as a professor of constitutional law at the University of Kiel and later as a high court judge, continuing an academic family tradition that included theology professors among his grandfather and great-grandfather in Göttingen. His mother, Emma Patzig (born 1821), was Julius's second wife after his first marriage to Mathilde Voigt; both parents were in their late thirties at the time of Max's birth, with Julius aged 41 and Emma 37. Planck was the sixth child in the family, which included two half-siblings from his father's prior marriage and five older full siblings, though two siblings died young. The household emphasized values of scholarship, intellectual curiosity, honesty, fairness, and generosity within a devout Lutheran environment. Planck's early childhood in Kiel, spanning until the family's relocation in 1867, centered on elementary schooling where he began formal education. From a young age, he displayed aptitude in mathematics, science, and music, reading popular books on physical principles and grappling with concepts like the second law of thermodynamics, which struck him as insufficiently explained. He excelled particularly in music, achieving proficiency on the piano and organ, developing perfect pitch, and even composing pieces, though he later prioritized science for its "pure reasoning" into natural mechanisms over a potential musical career. In spring 1867, at age nine, the family moved to Munich after Julius received a professorship appointment, ending Planck's Kiel residency.

Schooling and Early Scientific Interests

Planck began his elementary education in , where he was born on April 23, 1858, shortly after the family's arrival following the family's relocation due to his father's academic position. In spring 1867, at age nine, the family moved to when his father accepted a professorship in law at the University of Munich, prompting Planck to enroll in the renowned Maximiliansgymnasium, a classical emphasizing alongside sciences. At the Maximiliansgymnasium, Planck studied from 1867 until obtaining his , the German school-leaving qualification, in 1874. His mathematical aptitude emerged early, nurtured particularly by his teacher , who instructed him in and astronomy, fostering a foundational interest in physical principles. Müller recognized Planck's talent and encouraged pursuits in and physics, despite the era's emphasis on classical studies like Latin and Greek in such gymnasia. Planck's early scientific inclinations leaned toward , though he also pursued seriously, becoming proficient on and organ and briefly contemplating a musical career before deeming his talents insufficient for professionalism. This dual interest reflected a broader , but encounters with physical laws through Müller's solidified his preference for the certainties of over the interpretive nature of or arts, as he later reflected on the completeness of physics despite contemporary views of its maturity. By the end of his schooling, these experiences directed him toward studies in physics, marking the transition from general to specialized inquiry.

University Studies and Dissertation


Planck enrolled at the University of Munich in October 1874 at the age of 16, initially studying mathematics, physics, and philology under professors including for physics and Ludwig von Fraunhofer's influence lingering in traditions. He soon focused primarily on , conducting independent studies amid a curriculum emphasizing and .
In 1877, seeking advanced exposure, Planck transferred to Friedrich-Wilhelms University in Berlin for two semesters, where he attended lectures by and , though he found their presentations formal and uninspiring, preferring self-directed reading of their works and those of . This period reinforced his interest in , particularly the foundational principles of and . Returning to in 1878, Planck prepared his doctoral dissertation independently, without direct guidance from his professors, defending it on February 21, 1879, titled Über den zweiten Hauptsatz der mechanischen Wärmetheorie ("On the Second Fundamental Theorem of the Mechanical Theory of Heat"). The work rigorously examined the second law of , arguing for its absolute validity as an empirical generalization rather than a statistical approximation, deriving increases from mechanical principles without probabilistic interpretations akin to those later advanced by . He received his doctoral degree in July 1879 at age 21, qualifying him for academic pursuits despite initial skepticism from von Jolly about the field's saturation.

Academic Career

Initial Teaching Positions in Munich and Kiel

Following his doctoral dissertation, defended on 14 July 1879 at the University of on the second fundamental theorem in the mechanical theory of heat, Planck submitted his habilitation thesis in 1880 and was appointed (unsalaried lecturer) in at the same university. He retained this position from 1880 to 1885, delivering specialized lectures on , electrodynamics, and to sparse audiences, as theoretical physics commanded limited interest among students and faculty during that era. The role offered no fixed , requiring Planck to support himself through private tutoring and occasional fees, while his efforts to secure a full professorship in proved unsuccessful amid competition and the nascent status of the discipline. In April 1885, through his father's professional networks in government and academia, Planck obtained the position of ausserordentlicher Professor (extraordinary professor, akin to ) of at the University of , returning to his birthplace. He served in this salaried but subordinate capacity from 1885 to 1889, teaching courses on and in a modest physics department with few resources or students, while advancing his research on the irreversible nature of thermodynamic processes and , including publications extending Rudolf Clausius's foundational work. During this period, on 31 March 1887, he married Marie Merck, a childhood acquaintance from whose family provided social connections. The Kiel appointment marked a step up from the precariousness of Munich but highlighted the challenges of establishing as a viable academic specialty in late 19th-century Germany, prompting Planck's subsequent pursuit of opportunities in Berlin.

Appointment and Professorship at Berlin University

In October 1887, , professor of at Friedrich-Wilhelms-Universität zu , died, creating a vacancy that , Planck's former teacher and a prominent figure at the university, sought to fill with a specialist in . Helmholtz recommended Planck, then an at the University of , citing his original research in thermomechanics as qualifying him for the role. On 29 November 1888, Planck received the appointment as extraordinarius (extraordinary or associate) professor of , simultaneously becoming director of the Institute for , a position that allowed him to shape the institution's direction despite limited initial resources. Planck relocated to in 1889, where he lectured primarily on , heat radiation, and related topics, building on the legacies of Kirchhoff and Helmholtz, whom he regarded as intellectual mentors. His early years involved intensive teaching with modest student attendance, as was not yet a dominant field, but the position provided access to the and collaborative opportunities in the capital's scientific community. On 23 May 1892, following Helmholtz's death in 1894, Planck was promoted to ordinarius (full or ordinary) , securing a permanent chair that he held until his retirement on 1 October 1926 at age 68. Throughout his nearly four-decade tenure, Planck emphasized rigorous mathematical approaches to physical problems, publishing foundational texts such as Vorlesungen über Thermodynamik (1897) and mentoring a generation of physicists, though his classes initially drew fewer students than experimental counterparts. The professorship positioned him at the center of German physics, facilitating his later administrative influence, including election to full membership in the Prussian Academy in 1894. Despite personal losses—such as the death of his first wife in 1909—Planck maintained productivity, with serving as the base for his resolution of key theoretical challenges in the ensuing decades.

Administrative Roles in Scientific Organizations

Planck was elected a member of the in 1894 and appointed permanent secretary of its mathematical and physical sections in 1912, a position he held until 1938. In this administrative capacity, he oversaw the academy's operations in the natural sciences amid growing political pressures in , including the enforcement of Nazi racial policies after , from which he resigned his secretaryship in late 1938 following the academy's loss of independence to the regime. In 1930, Planck succeeded as president of the Kaiser Wilhelm Society (KWS), the predecessor to the modern , serving until 1937. Under his leadership, the KWS, already prestigious with seven winners among its affiliates, navigated the challenges of the early Nazi era by advocating for scientific autonomy while confronting demands for ideological conformity; Planck, as a non-Jewish figure of authority, interceded on behalf of persecuted colleagues, though the society ultimately implemented measures. He briefly resumed the presidency from 16 May 1945 to 31 March 1946 at the war's end, aiding the organization's damaged infrastructure amid Allied occupation and efforts before it was restructured and renamed in his honor in 1948. Planck also held leadership roles in the , contributing to its administrative direction during his Berlin tenure, though specific presidencies are less documented compared to his academy and KWS positions. These roles underscored his commitment to institutional stability in German science, balancing empirical advancement with the era's authoritarian constraints.

Scientific Contributions

Foundations in Thermodynamics and Entropy

Planck's doctoral dissertation, completed in 1879 at the University of Munich, examined the second law of thermodynamics, emphasizing the principle of entropy increase in irreversible processes and drawing heavily from Rudolf Clausius's formulations. In this work, Planck sought to rigorously derive the second law from fundamental mechanical principles without relying on probabilistic interpretations, reflecting his commitment to an absolute, deterministic foundation for thermodynamics. His analysis highlighted entropy as a measure of irreversible energy dispersal, distinct from reversible cycles, and underscored its role in limiting the efficiency of heat engines. Following his in in 1880, Planck's early publications, such as those in the 1880s on and in dilute solutions, extended these ideas to practical thermodynamic systems. He critiqued Ludwig Boltzmann's , which treated as a probabilistic quantity arising from molecular disorder, insisting instead on the second law's inviolable nature as an empirical independent of microscopic assumptions. This stance motivated Planck to explore 's functional dependence on energy and volume in closed systems, formulating expressions that preserved the law's universality across mechanical, thermal, and chemical contexts. By the mid-1890s, Planck had synthesized these investigations into a comprehensive thermodynamic framework, detailed in his 1897 Treatise on Thermodynamics, which formalized as S=klnWS = k \ln W in a manner anticipating but not endorsing statistical derivations—here kk denotes a constant and WW the number of accessible states, though Planck viewed it axiomatically rather than probabilistically. His approach privileged empirical validation over atomistic hypotheses, applying principles to phenomena like thermoelectric effects and chemical affinities to predict equilibrium conditions with quantitative precision, such as in the dissociation of gases at specific temperatures. These foundations established thermodynamics as a self-consistent discipline, insulated from the kinetic theory's perceived uncertainties, and positioned Planck to later confront challenges in radiation physics through entropic reasoning.

Resolution of Black-Body Radiation Problem

In the closing years of the , physicists grappled with discrepancies between theoretical predictions and experimental observations of spectra. The Rayleigh-Jeans law, derived from classical equipartition of energy assuming continuous modes, accurately matched long-wavelength (low-frequency) but predicted an unphysical to infinite at short wavelengths (high frequencies), a failure later termed the "" in retrospective analyses. Experimental curves, obtained by researchers such as Otto Lummer and Ferdinand Kurlbaum using improved black-body cavities, exhibited a peak intensity shifting with temperature per and a rapid falloff at frequencies, contradicting classical expectations while aligning partially with Wilhelm Wien's empirical distribution for short wavelengths but deviating at longer ones. Max Planck, then a professor at the University of Berlin, approached the problem through thermodynamic principles, building on his prior work in and irreversible processes. Seeking a universal law derivable from fundamental electrodynamics and akin to Ludwig Boltzmann's methods, Planck initially pursued a classical entropy maximization for radiation oscillators in 1899, yielding forms interpolating Wien's and Rayleigh-Jeans limits but requiring ad hoc adjustments. On October 19, 1900, he presented to the an empirical spectral formula that precisely fitted all available data across frequencies: u(ν,T)=8πhν3c31ehν/kT1u(\nu, T) = \frac{8\pi h \nu^3}{c^3} \frac{1}{e^{h\nu / kT} - 1}, where hh is a new constant, kk Boltzmann's constant, cc the , and TT ; this radiance law resolved the spectral inconsistencies without infinities. To justify this thermodynamically, Planck postulated in a follow-up derivation that the energy of material oscillators interacting with radiation is not continuously variable but exchanged in discrete multiples ϵ=hν\epsilon = h\nu, where ν\nu is frequency, effectively discretizing the energy to evade classical averaging pitfalls at high frequencies. This "quantum hypothesis," introduced reluctantly as a mathematical formalism rather than a physical reality—Planck initially viewed quanta as pertaining only to matter exchanges, not radiation itself—yielded the average oscillator energy E=hνehν/kT1\langle E \rangle = \frac{h\nu}{e^{h\nu / kT} - 1} via a combinatorial entropy count, mirroring Boltzmann's but with indivisible energy elements. The value h6.55×1034h \approx 6.55 \times 10^{-34} J·s emerged from fitting to Lummer-Pringsheim data at 1000 K, marking the birth of energy quantization despite Planck's hesitation to abandon classical continuity until later validations. This resolution, formalized in Planck's , 1900, , prioritized empirical fidelity over classical orthodoxy, deriving integrated laws like Stefan-Boltzmann for total power (σT4\sigma T^4, with σ=2π5k415c2h3\sigma = \frac{2\pi^5 k^4}{15 c^2 h^3}) and confirming Wien's displacement (λmaxT=b\lambda_{\max} T = b, b2.897×103b \approx 2.897 \times 10^{-3} m·K) without contradictions. While contemporaries praised the formula's accuracy, the quantum postulate faced skepticism, as Planck himself doubted its ontological status, preferring a return to classical limits; its causal implications for discontinuous energy transfer only gained traction post-Einstein's light-quantum extension.

Quantum Hypothesis and Planck's Constant

In addressing the theoretical challenges of , Max Planck postulated on December 14, 1900, that the energy of material oscillators emitting and absorbing is not continuous but discrete, exchanged only in finite packets proportional to the radiation . This quantum , presented to the , yielded the [formula E](/page/FormulaE)=nhνE](/page/Formula_E) = nh\nu, where nn is a positive , ν\nu is the , and hh is a new fundamental constant. Planck derived this by adapting Ludwig Boltzmann's combinatorial approach to , treating elements of size ϵ=hν\epsilon = h\nu as indistinguishable units distributed among oscillators, which produced the correct matching experimental curves from 1899 onward. The constant hh, empirically fitted to data, has a modern value of 6.62607015×10346.62607015 \times 10^{-34} J s, though Planck's initial derivation emphasized its role in averaging over statistical ensembles rather than inherent discreteness. This resolved the "" of classical Rayleigh-Jeans theory, which diverged to infinite at high frequencies, by suppressing short-wavelength contributions through quantization. Initially, Planck regarded the as a desperate mathematical —a "lucky intuition"—to reconcile with observation, not a literal physical discontinuity in energy, and he resisted its atomistic implications for years. The full paper appeared in in 1901, formalizing the radiation law B(ν,T)=2hν3c21ehν/kT1B(\nu, T) = \frac{2h\nu^3}{c^2} \frac{1}{e^{h\nu / kT} - 1}, where kk is Boltzmann's constant and cc the . This work, though groundbreaking, remained disconnected from atomic structure until Albert Einstein's 1905 application to the .

Reception of and Contributions to Relativity

Max Planck quickly recognized the significance of Albert Einstein's 1905 paper on , describing it as immediately arousing his "lively attention" upon review, and he became one of the earliest prominent physicists to endorse the theory. Unlike many contemporaries who resisted the abandonment of , Planck integrated into his framework without delay, lecturing on its principles as early as 1906 and applying it to reformulate classical electrodynamics in a relativistic manner. His acceptance stemmed from a foundational commitment to empirical consistency and mathematical invariance, viewing the constancy of light speed as analogous to the quantum of action in his own theory. In a pivotal 1906 , Planck extended his quantum hypothesis to a relativistic context, deriving the energy of a moving quantum oscillator as E=hν/1v2/c2E = h\nu / \sqrt{1 - v^2/c^2}
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