Template:Selected anniversaries/May 1: Difference between revisions
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File:Johann Jakob Balmer.jpg|link=Johann Jakob Balmer (nonfiction)|1825: Mathematician and physicist [[Johann Jakob Balmer (nonfiction)|Johann Jakob Balmer]] born. He will develop an empirical formula for the visible spectral lines of the hydrogen atom. | File:Johann Jakob Balmer.jpg|link=Johann Jakob Balmer (nonfiction)|1825: Mathematician and physicist [[Johann Jakob Balmer (nonfiction)|Johann Jakob Balmer]] born. He will develop an empirical formula for the visible spectral lines of the hydrogen atom. | ||
File:Gary Powers.jpg|link=Francis Gary Powers (nonfiction)|1960: Cold War: U-2 incident: [[Francis Gary Powers (nonfiction)|Francis Gary Powers]], in a Lockheed U-2 spyplane, is shot down over the Soviet Union, sparking a diplomatic crisis. | File:Gary Powers.jpg|link=Francis Gary Powers (nonfiction)|1960: Cold War: U-2 incident: [[Francis Gary Powers (nonfiction)|Francis Gary Powers]], in a Lockheed U-2 spyplane, is shot down over the Soviet Union, sparking a diplomatic crisis. | ||
File:Ralph Hartley.jpg|link=Ralph Hartley (nonfiction)|1970: Electronics researcher [[Ralph Hartley (nonfiction)|Ralph Hartley]] dies. He invented the Hartley oscillator and the Hartley transform, and contributed to the foundations of information theory. | File:Ralph Hartley.jpg|link=Ralph Hartley (nonfiction)|1970: Electronics researcher [[Ralph Hartley (nonfiction)|Ralph Hartley]] dies. He invented the Hartley oscillator and the Hartley transform, and contributed to the foundations of information theory. | ||
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Latest revision as of 07:23, 1 May 2024
1825: Mathematician and physicist Johann Jakob Balmer born. He will develop an empirical formula for the visible spectral lines of the hydrogen atom.
1960: Cold War: U-2 incident: Francis Gary Powers, in a Lockheed U-2 spyplane, is shot down over the Soviet Union, sparking a diplomatic crisis.
1970: Electronics researcher Ralph Hartley dies. He invented the Hartley oscillator and the Hartley transform, and contributed to the foundations of information theory.