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Reaching out, scooping up a mere handful of grains and letting--what?--a few hundred thousand of the would-be star proxies fall through my fingers, the notion seemed even more absurd.\u003c/p>\n\u003cp>Raising my eyes from the bit of the cosmos cupped in my hand and taking in the comparatively vast reaches of sand about me--a hundred or so feet between me and the waves, at least a mile or two of beach visible to the north, another stretch to the south, and who knows how many feet of depth beneath the surface? I simply couldn’t believe it. So, I pulled out my journal and started to write down some figures, working out the problem rationally.\u003c/p>\n\u003cp>So, is it true? Well, here's what I came up with:\u003c/p>\n\u003cp>Stars: Astronomers have estimated that there are about 200 billion stars in the Milky Way Galaxy. Galaxies come in many sizes, both much larger and considerably smaller than our home galaxy. I don't know what the average number of stars in each galaxy is, but for the sake of this calculation I chose a conservative 10 billion stars per galaxy. Astronomers have also estimated that there are between 50 billion and 100 billion galaxies in the Universe, based on observations made by the \u003ca href=\"http://www.stsci.edu/ftp/science/hdf/hdf.html\">Hubble Space Telescope.\u003c/a> Again being conservative, I chose the lower figure of 50 billion. So, with those numbers, I calculate a number of stars in the Universe at 10 billion times 50 billion, or 500 billion billion---or in exponential notation, 5 X 10\u003csup>20\u003c/sup>.\u003c/p>\n\u003cp>[ad fullwidth]\u003c/p>\n\u003cp>So how does the number of sand grains in the entire world's beaches stack up against that?\u003c/p>\n\u003cp>To get to that number, I had to do some estimation. First, pulling some numbers out of the air, I decided that an average sandy beach is 30 meters wide (about 100 feet), and 10 meters deep (about 33 feet). Some beaches are wider, some much less so. I don't imagine that the sand on the average beach is as deep as 10 meters---but I've never taken a shovel and found out, either.\u003c/p>\n\u003cp>Next, I assume that the average sand grain is a millimeter across, giving it a volume of about a cubic millimeter. With that number, I figure the sand grain density to be 1000\u003csup>3\u003c/sup>, or one billion, sand grains per cubic meter of beach.\u003c/p>\n\u003cp>The final piece of the equation--after density, width, and depth--is length: the total length of beach shorelines in the entire world. Here's where I made some serious assumptions. Starting with the total length of shorelines of all continents and islands in the world, I got a figure of 356,000 kilometers from the \u003ca href=\"https://www.cia.gov/library/publications/the-world-factbook\">CIA World Factbook.\u003c/a> That's 356 million meters.\u003c/p>\n\u003cp>Now here's where my estimate becomes truly conservative. In my final calculation, I assumed that all 356 million meters of world coastline consisted of sandy beaches-- which is not the case, of course; there are plenty of coastlines that are rocky, pebbly, gravely, ice-covered, or sheer cliffs, all without much, if any, sand.\u003c/p>\n\u003cp>So what were my results? Well, doing the math, 1 billion grains per cubic meter times a 30 meter beach width times a 10 meter beach depth times a 356 million meter beach length and assuming 100% of the coastlines consist of my hypothetical average beach, I get:\u003c/p>\n\u003cp>1 billion x 30 x 10 x 356 million x 100% = 1.068 x 10\u003csup>20\u003c/sup> grains of sand\u003c/p>\n\u003cp>Compared to the estimate of stars in the Universe, that's about 5 times as many stars in the Universe as grains of sand in all the beaches in the world! I guess the old adage was not only right, but somewhat of an understatement... \u003c/p>\n\u003cp>But it's all a thing of scale. I also calculated that there are about 3000 times as many water molecules in a glass of water than there are stars in the Universe...\u003c/p>\n\u003cp>\u003c/p>\n\u003cp> 37.8148 -122.178\u003c/p>\n\n","blocks":[],"excerpt":"Astronomers have estimated that there are about 200 billion stars in the Milky Way Galaxy. Galaxies come in many sizes, both much larger and considerably smaller than our home galaxy.","status":"publish","parent":0,"modified":1371079525,"stats":{"hasAudio":false,"hasVideo":false,"hasChartOrMap":false,"iframeSrcs":[],"hasGoogleForm":false,"hasGallery":false,"hasHearkenModule":false,"hasPolis":false,"paragraphCount":17,"wordCount":761},"headData":{"title":"Stars and Sand Grains | KQED","description":"Astronomers have estimated that there are about 200 billion stars in the Milky Way Galaxy. Galaxies come in many sizes, both much larger and considerably smaller than our home galaxy.","ogTitle":"","ogDescription":"","ogImgId":"","twTitle":"","twDescription":"","twImgId":""},"disqusIdentifier":"957 http://www.kqed.org/quest/blog/?p=957","disqusUrl":"https://ww2.kqed.org/quest/2008/11/21/stars-and-sand-grains/","disqusTitle":"Stars and Sand Grains","path":"/quest/957/stars-and-sand-grains","audioTrackLength":null,"parsedContent":[{"type":"contentString","content":"\u003cdiv class=\"post-body\">\u003cp>\u003cp>\u003cspan class=\"left\">\u003cimg src=\"http://ww2.kqed.org/quest/wp-content/uploads/sites/39/2008/11/sand_and_stars.jpg\" alt=\"\">\u003cem>Are there more actually more stars in the sky, than there are\u003cbr>\ngrains of sand on all the world's beaches?\u003c/em>\u003cbr>\n\u003c/span>I think most of us have heard that perennial estimate of the number of stars in the Universe being greater than all of the grains of sand in all of Earth’s beaches.\u003c/p>\n\u003cp>Sitting on Limantour Beach at Point Reyes awhile back, watching the waves slosh in and out, listening to gulls and feeling very lazy, I found myself looking about me at all that sand, and wondering how it could possibly be true. Reaching out, scooping up a mere handful of grains and letting--what?--a few hundred thousand of the would-be star proxies fall through my fingers, the notion seemed even more absurd.\u003c/p>\n\u003cp>Raising my eyes from the bit of the cosmos cupped in my hand and taking in the comparatively vast reaches of sand about me--a hundred or so feet between me and the waves, at least a mile or two of beach visible to the north, another stretch to the south, and who knows how many feet of depth beneath the surface? I simply couldn’t believe it. So, I pulled out my journal and started to write down some figures, working out the problem rationally.\u003c/p>\n\u003cp>So, is it true? Well, here's what I came up with:\u003c/p>\n\u003cp>Stars: Astronomers have estimated that there are about 200 billion stars in the Milky Way Galaxy. Galaxies come in many sizes, both much larger and considerably smaller than our home galaxy. I don't know what the average number of stars in each galaxy is, but for the sake of this calculation I chose a conservative 10 billion stars per galaxy. Astronomers have also estimated that there are between 50 billion and 100 billion galaxies in the Universe, based on observations made by the \u003ca href=\"http://www.stsci.edu/ftp/science/hdf/hdf.html\">Hubble Space Telescope.\u003c/a> Again being conservative, I chose the lower figure of 50 billion. So, with those numbers, I calculate a number of stars in the Universe at 10 billion times 50 billion, or 500 billion billion---or in exponential notation, 5 X 10\u003csup>20\u003c/sup>.\u003c/p>\n\u003cp>\u003c/p>\u003c/div>","attributes":{"named":{},"numeric":[]}},{"type":"component","content":"","name":"ad","attributes":{"named":{"label":"fullwidth"},"numeric":["fullwidth"]}},{"type":"contentString","content":"\u003cdiv class=\"post-body\">\u003cp>\u003c/p>\n\u003cp>So how does the number of sand grains in the entire world's beaches stack up against that?\u003c/p>\n\u003cp>To get to that number, I had to do some estimation. First, pulling some numbers out of the air, I decided that an average sandy beach is 30 meters wide (about 100 feet), and 10 meters deep (about 33 feet). Some beaches are wider, some much less so. I don't imagine that the sand on the average beach is as deep as 10 meters---but I've never taken a shovel and found out, either.\u003c/p>\n\u003cp>Next, I assume that the average sand grain is a millimeter across, giving it a volume of about a cubic millimeter. With that number, I figure the sand grain density to be 1000\u003csup>3\u003c/sup>, or one billion, sand grains per cubic meter of beach.\u003c/p>\n\u003cp>The final piece of the equation--after density, width, and depth--is length: the total length of beach shorelines in the entire world. Here's where I made some serious assumptions. Starting with the total length of shorelines of all continents and islands in the world, I got a figure of 356,000 kilometers from the \u003ca href=\"https://www.cia.gov/library/publications/the-world-factbook\">CIA World Factbook.\u003c/a> That's 356 million meters.\u003c/p>\n\u003cp>Now here's where my estimate becomes truly conservative. In my final calculation, I assumed that all 356 million meters of world coastline consisted of sandy beaches-- which is not the case, of course; there are plenty of coastlines that are rocky, pebbly, gravely, ice-covered, or sheer cliffs, all without much, if any, sand.\u003c/p>\n\u003cp>So what were my results? Well, doing the math, 1 billion grains per cubic meter times a 30 meter beach width times a 10 meter beach depth times a 356 million meter beach length and assuming 100% of the coastlines consist of my hypothetical average beach, I get:\u003c/p>\n\u003cp>1 billion x 30 x 10 x 356 million x 100% = 1.068 x 10\u003csup>20\u003c/sup> grains of sand\u003c/p>\n\u003cp>Compared to the estimate of stars in the Universe, that's about 5 times as many stars in the Universe as grains of sand in all the beaches in the world! I guess the old adage was not only right, but somewhat of an understatement... \u003c/p>\n\u003cp>But it's all a thing of scale. I also calculated that there are about 3000 times as many water molecules in a glass of water than there are stars in the Universe...\u003c/p>\n\u003cp>\u003c/p>\n\u003cp> 37.8148 -122.178\u003c/p>\n\n\u003c/div>\u003c/p>","attributes":{"named":{},"numeric":[]}}],"link":"/quest/957/stars-and-sand-grains","authors":["212"],"categories":["quest_3"],"tags":["quest_13192","quest_433","quest_706","quest_2309","quest_2517","quest_2780","quest_3034"],"label":"quest"}},"programsReducer":{"possible":{"id":"possible","title":"Possible","info":"Possible is hosted by entrepreneur Reid Hoffman and writer Aria Finger. Together in Possible, Hoffman and Finger lead enlightening discussions about building a brighter collective future. The show features interviews with visionary guests like Trevor Noah, Sam Altman and Janette Sadik-Khan. Possible paints an optimistic portrait of the world we can create through science, policy, business, art and our shared humanity. 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Hosts Steve Inskeep, David Greene and Rachel Martin bring you the latest breaking news and features to prepare you for the day.","airtime":"MON-FRI 3am-9am","imageSrc":"https://cdn.kqed.org/wp-content/uploads/2024/04/Morning-Edition-Podcast-Tile-360x360-1.jpg","officialWebsiteLink":"https://www.npr.org/programs/morning-edition/","meta":{"site":"news","source":"npr"},"link":"/radio/program/morning-edition"},"onourwatch":{"id":"onourwatch","title":"On Our Watch","tagline":"Police secrets, unsealed","info":"For decades, the process for how police police themselves has been inconsistent – if not opaque. In some states, like California, these proceedings were completely hidden. After a new police transparency law unsealed scores of internal affairs files, our reporters set out to examine these cases and the shadow world of police discipline. On Our Watch brings listeners into the rooms where officers are questioned and witnesses are interrogated to find out who this system is really protecting. Is it the officers, or the public they've sworn to serve?","imageSrc":"https://cdn.kqed.org/wp-content/uploads/2024/04/On-Our-Watch-Podcast-Tile-703x703-1.jpg","imageAlt":"On Our Watch from NPR and KQED","officialWebsiteLink":"/podcasts/onourwatch","meta":{"site":"news","source":"kqed","order":"1"},"link":"/podcasts/onourwatch","subscribe":{"apple":"https://podcasts.apple.com/podcast/id1567098962","google":"https://podcasts.google.com/feed/aHR0cHM6Ly9mZWVkcy5ucHIub3JnLzUxMDM2MC9wb2RjYXN0LnhtbD9zYz1nb29nbGVwb2RjYXN0cw","npr":"https://rpb3r.app.goo.gl/onourwatch","spotify":"https://open.spotify.com/show/0OLWoyizopu6tY1XiuX70x","tuneIn":"https://tunein.com/radio/On-Our-Watch-p1436229/","stitcher":"https://www.stitcher.com/show/on-our-watch","rss":"https://feeds.npr.org/510360/podcast.xml"}},"on-the-media":{"id":"on-the-media","title":"On The Media","info":"Our weekly podcast explores how the media 'sausage' is made, casts an incisive eye on fluctuations in the marketplace of ideas, and examines threats to the freedom of information and expression in America and abroad. For one hour a week, the show tries to lift the veil from the process of \"making media,\" especially news media, because it's through that lens that we see the world and the world sees us","airtime":"SUN 2pm-3pm, MON 12am-1am","imageSrc":"https://ww2.kqed.org/radio/wp-content/uploads/sites/50/2018/04/onTheMedia.png","officialWebsiteLink":"https://www.wnycstudios.org/shows/otm","meta":{"site":"news","source":"wnyc"},"link":"/radio/program/on-the-media","subscribe":{"apple":"https://itunes.apple.com/us/podcast/on-the-media/id73330715?mt=2","tuneIn":"https://tunein.com/radio/On-the-Media-p69/","rss":"http://feeds.wnyc.org/onthemedia"}},"our-body-politic":{"id":"our-body-politic","title":"Our Body Politic","info":"Presented by KQED, KCRW and KPCC, and created and hosted by award-winning journalist Farai Chideya, Our Body Politic is unapologetically centered on reporting on not just how women of color experience the major political events of today, but how they’re impacting those very issues.","airtime":"SAT 6pm-7pm, SUN 1am-2am","imageSrc":"https://cdn.kqed.org/wp-content/uploads/2024/04/Our-Body-Politic-Podcast-Tile-360x360-1.jpg","officialWebsiteLink":"https://our-body-politic.simplecast.com/","meta":{"site":"news","source":"kcrw"},"link":"/radio/program/our-body-politic","subscribe":{"apple":"https://podcasts.apple.com/us/podcast/our-body-politic/id1533069868","google":"https://podcasts.google.com/feed/aHR0cHM6Ly9mZWVkcy5zaW1wbGVjYXN0LmNvbS9feGFQaHMxcw","spotify":"https://open.spotify.com/show/4ApAiLT1kV153TttWAmqmc","rss":"https://feeds.simplecast.com/_xaPhs1s","tuneIn":"https://tunein.com/podcasts/News--Politics-Podcasts/Our-Body-Politic-p1369211/"}},"pbs-newshour":{"id":"pbs-newshour","title":"PBS NewsHour","info":"Analysis, background reports and updates from the PBS NewsHour putting today's news in context.","airtime":"MON-FRI 3pm-4pm","imageSrc":"https://cdn.kqed.org/wp-content/uploads/2024/04/PBS-News-Hour-Podcast-Tile-360x360-1.jpg","officialWebsiteLink":"https://www.pbs.org/newshour/","meta":{"site":"news","source":"pbs"},"link":"/radio/program/pbs-newshour","subscribe":{"apple":"https://itunes.apple.com/us/podcast/pbs-newshour-full-show/id394432287?mt=2","tuneIn":"https://tunein.com/radio/PBS-NewsHour---Full-Show-p425698/","rss":"https://www.pbs.org/newshour/feeds/rss/podcasts/show"}},"perspectives":{"id":"perspectives","title":"Perspectives","tagline":"KQED's series of of daily listener commentaries since 1991","info":"KQED's series of of daily listener commentaries since 1991.","imageSrc":"https://cdn.kqed.org/wp-content/uploads/2024/04/Perspectives-Podcast-Tile-703x703-1.jpg","officialWebsiteLink":"/perspectives/","meta":{"site":"radio","source":"kqed","order":"15"},"link":"/perspectives","subscribe":{"apple":"https://podcasts.apple.com/us/podcast/id73801135","npr":"https://www.npr.org/podcasts/432309616/perspectives","rss":"https://ww2.kqed.org/perspectives/category/perspectives/feed/","google":"https://podcasts.google.com/feed/aHR0cHM6Ly93dzIua3FlZC5vcmcvcGVyc3BlY3RpdmVzL2NhdGVnb3J5L3BlcnNwZWN0aXZlcy9mZWVkLw"}},"planet-money":{"id":"planet-money","title":"Planet Money","info":"The economy explained. 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