wave equation oor Koreaans
wave equation
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a differential equation that describes the passage of harmonic waves through a medium
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"Could we measure the speed of light using the wave equation?"
"파동 방정식을 이용해서 빛의 속도를 구할 순 없나요?"
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And all of you know the wave equation is the frequency times the wavelength of any wave ... is a constant.
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But, probably -- one of my students, Ariel [unclear], said, "Could we measure the speed of light using the wave equation?"
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Help Pages that link to "Wave equation"
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Specify the wave equation with unit speed of propagation.
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His 1908 paper was on the wave equation.
앞바퀴 부분과 뒷바퀴 부분을 연결하는 연결봉이 잘린 곳에 용접된 끼우는 면이 끼워질 때의 방향을 연결봉의 길이방향과 다르게 끼워지게 하며, 끼우는 면을 받아들이는 면에 밀착되게 레버로 채워 체결된 부분에서 끄덕임이 없고 또 스스로 앞바퀴 부분과 뒷바퀴 부분이 분리되지 않도록 체결하는 분리식 자전거의 체결방법ParaCrawl Corpus ParaCrawl Corpus
She proved many important results relating to the non-linear wave equation.
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Compute the parametric dependence of the wave equation , .
본 발명은 제 1 기판 시트 및 제 1 기판 시트를 구비한 액정 패널 그리고 그 제조방법에 관한 것으로서, 본 발명의 목적은 디스플레이 장치 제조공정의 단순화, 공정수율 향상 및 제조원가 절감을 달성할 수 있고, 플렉서블 디스플레이 제조 공정에 매우 유리한 표시장치 및 그 제조방법을 제공하는 것이다.ParaCrawl Corpus ParaCrawl Corpus
Specify a wave equation with absorbing boundary conditions.
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Solve a 1D wave equation with periodic boundary conditions.
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Model the oscillations of a circular membrane of radius 1 using the wave equation in 2D.
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During the 1970s she extended this work to examine other solutions to the wave equation.
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Solve a 1D wave equation with absorbing boundary conditions.
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Working with Smirnov , Sobolev studied functionally invariant solutions of the wave equation.
본 발명은 즉석 냉동 및 냉장식품 포장체에 관한 것으로, 자세하게는 전자레인지 등의 조리도구를 통해 가열하여 간편하게 취식 가능한 육가공즉석냉동냉장식품의 포장체에서 식품류와 소스를 구분포장하되 가열중 자연스럽게 소스가 식품류에 혼입되는 구조를 갖는 가열 중 소스가 혼입되는 즉석냉동냉장식품 포장체에 관한 것이다.ParaCrawl Corpus ParaCrawl Corpus
He retired in 1981 but at this time his work was concentrating on the theory of nonlinear wave equations.
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Maxwell's equations were confirmed by Heinrich Hertz through experiments with radio waves.
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These methods allowed them to find closed form solutions to the wave equation describing the oscillations of an elastic medium.
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In 1904 he extended Whittaker 's solution of the potential and wave equation by definite integrals to more general partial differential equations.
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In this monograph, written more than twenty years ago, we based our scattering theory on the wave equation rather than the Schrödinger equation.
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In addition to research in group theory and special functions , he worked on problems in mathematical physics, including electromagnetic theory and applications of the wave equation.
본 발명의 사이토카인 흡착시트는 사이토카인을 흡착할 수 있는 흡착물질과 전기방사가 가능한 고분자 물질을 혼합한 방사용액을 전기 방사하여 형성되는 나노섬유 웹을 포함하도록 구성되어, 흡착물질이 혈액에 의해 용출되는 것을 방지할 수 있다.ParaCrawl Corpus ParaCrawl Corpus
He proved the well-posedness of the initial value problem for wave equations in what is now called Sobolev spaces two decades before these spaces became a common tool for specialists.
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It was Dirac 's 1928 paper on the wave equation of the electron which had first set Eddington on the path of seeking ways to unify quantum mechanics and general relativity.
본 발명은 상기 주제어기의 열주사신호와 인에이블신호(EN)에 따라 상기 열주사방향의 라인들과 일대일 대응되는스위칭부를 포함하며, 정상주사모드에서 각 열마다 두 가지 입력전압(Vup, VA)중의 하나를 선택적으로 입력받고, 전원절약모드에서 대기전압(Vh)을 입력받는 스위칭부의 스위칭동작에 따라 열주사 동작을 상기 모드별로 수행하는 열주사제어장치; 및 정상주사모드에서 상기 열주사제어장치의 열주사신호에 동기하여 상기 주제어기의 행주사신호에 따라 행주사를 수행하고 상기 인에이블신호(EN)에 따라 전원절약모드로 동작하는 행주사제어장치를 포함한다.ParaCrawl Corpus ParaCrawl Corpus
II in 1950, and Note on Schwinger 's variational method, On the existence of solutions of the helium wave equation, Upper and lower bounds of scattering phases and Fundamental properties of Hamiltonian operators of Schrödinger type in 1951.
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Oddly enough, Schrödinger himself privately developed a relativistic wave equation from his original wave equation, which, in reality, was not that difficult to do, and did so prior to Klein and Gordon, though he never published his results.
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The article contains the first appearance of the wave equation in print but again suffers from the defect that he used mathematically pleasing simplifications of certain boundary conditions which led to results which were at odds with observation.
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In 1950, the phenomenological Ginzburg-Landau theory of superconductivity was devised by Landau and Ginzburg. This theory, which combined Landau's theory of second-order phase transitions with a Schrödinger-like wave equation, had great success in explaining the macroscopic properties of superconducters.
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