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*/ </script> <meta charset="utf-8" /> <title data-rh="true">Martin Schwarzschild, 84, Innovative Astronomer - The New York Times</title> <meta data-rh="true" name="robots" content="noarchive, max-image-preview:large"/><meta data-rh="true" name="description" content="Martin Schwarzschild, astronomer who studied structure and evolution of stars and who was first to use hot-air balloon to carry telescope into stratosphere to take clearer pictures of Sun, dies at 84; photo (M)"/><meta data-rh="true" property="twitter:url" content="https://www.nytimes.com/1997/04/12/us/martin-schwarzschild-84-innovative-astronomer.html"/><meta data-rh="true" property="twitter:title" content="Martin Schwarzschild, 84, Innovative Astronomer (Published 1997)"/><meta data-rh="true" property="twitter:description" content="Martin Schwarzschild, astronomer who studied structure and evolution of stars and who was first to use hot-air balloon to carry telescope into stratosphere to take clearer pictures of Sun, dies at 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When we have confirmed access, the full article content will load.</div></div><header class="css-11kk65x e12qa4dv0"><div id="sponsor-wrapper" class="css-1hyfx7x"><div id="sponsor-slug" class="css-19vbshk"><p>Supported by</p></div><a href="#after-sponsor" class="css-777zgl">SKIP ADVERTISEMENT</a><div class="ad sponsor-wrapper css-rfqw0c" id="sponsor"></div><div id="after-sponsor"></div></div><div class="css-1vkm6nb ehdk2mb0"><h1 id="link-4340c436" class="css-r25it4 e1h9rw200" data-testid="headline">Martin Schwarzschild, 84, Innovative Astronomer</h1></div><div role="toolbar" data-testid="share-tools" aria-label="Social Media Share buttons, Save button, and Comments Panel with current comment count" class="css-yomkvi"><div></div><div class="css-17yegpq"><ul class="css-1atjma0"><li class="css-1c5ewvl"><div class="css-vxcmzt"><div class="css-79elbk"><button type="button" aria-label="" aria-expanded="false" class="css-1eeh360 actionbar-button" data-testid="gift-article-button"><span class="css-10d8k1f"><svg aria-hidden="true" width="19" height="19" viewBox="0 0 19 19"><path d="M18.04 5.293h-2.725c.286-.34.493-.74.606-1.17a2.875 2.875 0 0 0-.333-2.322A2.906 2.906 0 0 0 13.64.48a3.31 3.31 0 0 0-2.372.464 3.775 3.775 0 0 0-1.534 2.483l-.141.797-.142-.847A3.745 3.745 0 0 0 7.927.923 3.31 3.31 0 0 0 5.555.459 2.907 2.907 0 0 0 3.607 1.78a2.877 2.877 0 0 0-.333 2.321c.117.429.324.828.606 1.171H1.155a.767.767 0 0 0-.757.757v3.674a.767.767 0 0 0 .757.757h.424v7.53A1.01 1.01 0 0 0 2.588 19h14.13a1.01 1.01 0 0 0 1.01-.959v-7.56h.424a.758.758 0 0 0 .757-.757V6.05a.759.759 0 0 0-.868-.757Zm-7.196-1.625a2.665 2.665 0 0 1 1.01-1.736 2.24 2.24 0 0 1 1.574-.313 1.817 1.817 0 0 1 1.211.818 1.857 1.857 0 0 1 .202 1.453 2.2 2.2 0 0 1-.838 1.191h-3.431l.272-1.413ZM4.576 2.386a1.837 1.837 0 0 1 1.221-.817 2.23 2.23 0 0 1 1.565.313 2.624 2.624 0 0 1 1.01 1.736l.242 1.453H5.182a2.2 2.2 0 0 1-.838-1.19 1.857 1.857 0 0 1 .202-1.495h.03ZM1.548 6.424h7.54V9.39h-7.58l.04-2.967Zm1.181 4.128h6.359v7.287H2.729v-7.287Zm13.777 7.287h-6.348v-7.307h6.348v7.307Zm1.181-8.468h-7.53V6.404h7.53V9.37Z" fill="#121212" fill-rule="nonzero"></path></svg>Share full article</span></button></div></div></li><li class="css-1qy6wq7"><div class="css-vxcmzt"><div class="css-79elbk"><button type="button" aria-label="More sharing options ..." aria-expanded="false" class="css-1nurhyi actionbar-button"><svg aria-hidden="true" width="23" height="18" viewBox="0 0 23 18" class="css-zd9juy"><path d="M1.357 17.192a.663.663 0 0 1-.642-.81c1.82-7.955 6.197-12.068 12.331-11.68V1.127a.779.779 0 0 1 .42-.653.726.726 0 0 1 .78.106l8.195 6.986a.81.81 0 0 1 .253.557.82.82 0 0 1-.263.547l-8.196 6.955a.83.83 0 0 1-.779.105.747.747 0 0 1-.42-.663V11.29c-8.418-.905-10.974 5.177-11.08 5.45a.662.662 0 0 1-.6.453Zm10.048-7.26a16.37 16.37 0 0 1 2.314.158.81.81 0 0 1 .642.726v3.02l6.702-5.682-6.702-5.692v2.883a.767.767 0 0 1-.242.536.747.747 0 0 1-.547.18c-4.808-.537-8.364 1.85-10.448 6.922a11.679 11.679 0 0 1 8.28-3.093v.042Z" fill="#000" fill-rule="nonzero"></path></svg></button></div></div></li><li class="css-1qy6wq7 save-button"><button type="button" role="switch" class="css-1yhvmgx actionbar-button" data-testid="save-article-button" aria-label="Save article for reading later..." aria-checked="false" disabled="" aria-busy="false" aria-live="polite"><svg width="12" height="18" viewBox="0 0 12 18" class="css-eap6fy"><g fill-rule="nonzero"><path class="saved-fill" d="M1.157 1.268v14.288l4.96-3.813 4.753 3.843V1.268z"></path><path class="saved-stroke" d="m12 18-5.9-4.756L0 17.98V1.014C0 .745.095.487.265.297.435.107.664 0 .904 0h10.192c.24 0 .47.107.64.297.169.19.264.448.264.717V18ZM1.157 1.268v14.288l4.96-3.813 4.753 3.843V1.268H1.158Z"></path></g></svg></button></li></ul></div></div><div data-testid="byline-timestamp" class="css-xt80pu eakwutd0"><div class="css-103l8m3"><div class="css-1e2jphy epjyd6m1"><div class="css-233int epjyd6m0"><p class="css-4anu6l e1jsehar1"><span class="byline-prefix">By </span><a href="https://www.nytimes.com/by/david-m-herszenhorn" class="last-byline css-ojhyzr e1jsehar0" itemProp="name">David M. Herszenhorn</a></p></div></div><ul class="css-1cgskve epjyd6m3"><li class="css-ccw2r3 epjyd6m2"><time class="css-1z1nqv e16638kd0" dateTime="1997-04-12T01:00:00-04:00">April 12, 1997</time></li></ul></div></div></header><section name="articleBody" class="meteredContent css-1r7ky0e"><div class="css-j3uhc5"><div class="css-1ve50l5"><div class="css-tgs79b"><div class=""><div class="css-udpjq9">See the article in its original context from <br class="css-nwcv8s"/>April 12, 1997<!-- -->,<!-- --> <span>Section <!-- -->1<!-- -->,</span> Page<!-- --> <!-- -->28<span class="css-iry6ay"></span><a class="css-4ejn01" href="https://store.nytimes.com/collections/new-york-times-page-reprints?utm_source=nytimes&utm_medium=article-page&utm_campaign=reprints">Buy Reprints</a></div><div class="css-1nq039c"><a class="css-1382yzd" href="https://timesmachine.nytimes.com/timesmachine/1997/04/12/579980.html" type="button" rel="noopener noreferrer" target="_blank">View on timesmachine</a></div><div class="css-1gus26i">TimesMachine is an exclusive benefit for home delivery and digital subscribers.</div></div></div></div></div><div class="css-s99gbd StoryBodyCompanionColumn" data-testid="companionColumn-0"><div class="css-53u6y8"><p class="css-at9mc1 evys1bk0">Martin Schwarzschild, an astronomer who studied the structure and evolution of stars and who was the first to use a hot air balloon to carry a telescope into the stratosphere to take clearer pictures of the Sun, died on Thursday at St. Mary Medical Center in Langhorne, Pa. He was 84. For the last three and a half years he had lived in Newtown, Pa.</p><p class="css-at9mc1 evys1bk0">The cause was a heart attack, said his wife, Barbara.</p><p class="css-at9mc1 evys1bk0">Dr. Schwarzschild was the Eugene Higgins Professor Emeritus of Astronomy at Princeton University, where he spent most of his professional life, and he was the second noted Princeton astronomer to die in as many weeks. He became a professor at Princeton in 1947, at the same time as Lyman Spitzer, an astrophysicist and former head of the university's astronomy department, who died on March 31.</p><p class="css-at9mc1 evys1bk0">It was at a lunch with Dr. Spitzer and the physicist James A. Van Allen that Dr. Schwarzschild decided to undertake his boldest project. ''You astronomers are much too conservative,'' Dr. Van Allen reportedly told them. ''We physicists have been using balloons for years to hoist scientific instruments into the stratosphere. Surely, you have problems that could be solved by this technique.''</p><p class="css-at9mc1 evys1bk0">Dr. Schwarzschild accepted the challenge when he created Project Stratoscope, an effort to conduct astronomical experiments with balloon-borne telescopes in the upper reaches of Earth's atmosphere. By lifting the telescopes to great heights, Dr. Schwarzschild hoped to be able to take photographs of the Sun and other stars free from atmospheric interference.</p></div><aside class="css-ew4tgv" aria-label="companion column"></aside></div><div data-testid="Dropzone-1"></div><div class="css-s99gbd StoryBodyCompanionColumn" data-testid="companionColumn-1"><div class="css-53u6y8"><p class="css-at9mc1 evys1bk0">On Sept. 25, 1957, Dr. Schwarzschild and his team launched a balloon in Minneapolis. It traveled 81,000 feet above the Earth and took photographs that were described as the sharpest and most detailed ever taken of the Sun and the great gas storms that swirl on its surface.</p><p class="css-at9mc1 evys1bk0">Martin Schwarzschild was born on May 31, 1912, in Potsdam, Germany, where his father, Karl Schwarzschild, was director of the Astrophysical Observatory. 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For the last three and a half years he had lived in Newtown, Pa."}],"textAlign":"DEFAULT"},{"__typename":"Dropzone","adsDesktop":false,"adsDesktopHoldout":false,"adsHybrid":false,"adsMobile":false,"adsMobileHoldout":false,"bad":false,"index":0},{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":"The cause was a heart attack, said his wife, Barbara."}],"textAlign":"DEFAULT"},{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":"Dr. Schwarzschild was the Eugene Higgins Professor Emeritus of Astronomy at Princeton University, where he spent most of his professional life, and he was the second noted Princeton astronomer to die in as many weeks. He became a professor at Princeton in 1947, at the same time as Lyman Spitzer, an astrophysicist and former head of the university's astronomy department, who died on March 31."}],"textAlign":"DEFAULT"},{"__typename":"Dropzone","adsDesktop":false,"adsDesktopHoldout":false,"adsHybrid":false,"adsMobile":false,"adsMobileHoldout":false,"bad":false,"index":1},{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":"It was at a lunch with Dr. Spitzer and the physicist James A. Van Allen that Dr. Schwarzschild decided to undertake his boldest project. ''You astronomers are much too conservative,'' Dr. Van Allen reportedly told them. ''We physicists have been using balloons for years to hoist scientific instruments into the stratosphere. Surely, you have problems that could be solved by this technique.''"}],"textAlign":"DEFAULT"},{"__typename":"Dropzone","adsDesktop":false,"adsDesktopHoldout":false,"adsHybrid":false,"adsMobile":false,"adsMobileHoldout":true,"bad":false,"index":2},{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":"Dr. Schwarzschild accepted the challenge when he created Project Stratoscope, an effort to conduct astronomical experiments with balloon-borne telescopes in the upper reaches of Earth's atmosphere. By lifting the telescopes to great heights, Dr. Schwarzschild hoped to be able to take photographs of the Sun and other stars free from atmospheric interference."}],"textAlign":"DEFAULT"},{"__typename":"Dropzone","adsDesktop":true,"adsDesktopHoldout":true,"adsHybrid":true,"adsMobile":true,"adsMobileHoldout":false,"bad":false,"index":3},{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":"On Sept. 25, 1957, Dr. Schwarzschild and his team launched a balloon in Minneapolis. It traveled 81,000 feet above the Earth and took photographs that were described as the sharpest and most detailed ever taken of the Sun and the great gas storms that swirl on its surface."}],"textAlign":"DEFAULT"},{"__typename":"Dropzone","adsDesktop":false,"adsDesktopHoldout":false,"adsHybrid":false,"adsMobile":false,"adsMobileHoldout":false,"bad":false,"index":4},{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":"Martin Schwarzschild was born on May 31, 1912, in Potsdam, Germany, where his father, Karl Schwarzschild, was director of the Astrophysical Observatory. But four years later, in World War I, Karl Schwarzschild died after returning home from the military with a rare skin disease."}],"textAlign":"DEFAULT"},{"__typename":"Dropzone","adsDesktop":false,"adsDesktopHoldout":false,"adsHybrid":false,"adsMobile":false,"adsMobileHoldout":false,"bad":false,"index":5},{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":"Astronomy became a passion that gave the son a glimpse of the father he never really knew. In the 1890's Karl Schwarzschild pioneered the use of photography as an astronomical tool, including the development of a method to measure the brightness of stars from a photographic plate. In the late 1940's Martin Schwarzschild was one of the first to use electronic digital computers for astronomical research."}],"textAlign":"DEFAULT"},{"__typename":"Dropzone","adsDesktop":false,"adsDesktopHoldout":false,"adsHybrid":false,"adsMobile":false,"adsMobileHoldout":true,"bad":false,"index":6},{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":"Martin Schwarzschild received his doctorate from the University of Gottingen, near Hanover, Germany. He conducted research at the University of Oslo in Norway, and was then offered a three-year post-doctoral fellowship at Harvard University."}],"textAlign":"DEFAULT"},{"__typename":"Dropzone","adsDesktop":false,"adsDesktopHoldout":false,"adsHybrid":true,"adsMobile":true,"adsMobileHoldout":false,"bad":false,"index":7},{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":"At Harvard he met Barbara Cherry, a graduate student in astronomy. They were married on Aug. 24, 1945, after Dr. Schwarzschild returned from service in the United States Army in World War II."}],"textAlign":"DEFAULT"},{"__typename":"Dropzone","adsDesktop":true,"adsDesktopHoldout":true,"adsHybrid":false,"adsMobile":false,"adsMobileHoldout":false,"bad":false,"index":8},{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":"After the war he taught at Columbia University, and then moved to Princeton in 1947. At Princeton he received numerous honors and awards, including election to the American Academy of Arts and Sciences in 1954 and to the National Academy of Sciences in 1956. 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