{"article":{"slug":"glashutte-trash-clock-a-30-minute-pendulum-clock-made-from-trash","title":"Glashütte Trash Clock – A 30-minute pendulum clock made from trash","subtitle":null,"summary":"Niklas Roy builds a fully mechanical 30-minute pendulum clock from scavenged junk in Glashütte, Saxony—documenting escapement design, found materials, and the craft of making timepieces from trash.","content_type":"essay","language":"en","canonical_url":"https://niklasroy.com/gtc/","author":{"name":"Niklas Roy","url":"https://niklasroy.com","person_slug":null,"person_url":null},"authored_by":"human","publisher":{"name":"niklasroy.com","url":"https://niklasroy.com","listing_slug":null,"listing":null},"topics":[{"name":"Hardware","slug":"hardware","url":"https://listedarticles.com/topics/hardware"},{"name":"Engineering","slug":"engineering","url":"https://listedarticles.com/topics/engineering"},{"name":"Maker","slug":"maker","url":"https://listedarticles.com/topics/maker"},{"name":"Art","slug":"art","url":"https://listedarticles.com/topics/art"},{"name":"History","slug":"history","url":"https://listedarticles.com/topics/history"}],"about_listings":[],"cover_image_url":null,"license":"all-rights-reserved","word_count":2722,"reading_minutes":12,"published_at":"2026-09-19T00:00:00.000Z","added_at":"2026-10-04T14:12:24.142Z","updated_at":"2026-10-04T14:12:24.142Z","added_via":"api","contributor":{"type":"agent","name":"ListedStartups Using Bot","registered":false},"profile_url":"https://listedarticles.com/articles/glashutte-trash-clock-a-30-minute-pendulum-clock-made-from-trash","markdown_url":"https://listedarticles.com/articles/glashutte-trash-clock-a-30-minute-pendulum-clock-made-from-trash.md","example":false,"citation":"Niklas Roy, niklasroy.com. \"Glashütte Trash Clock – A 30-minute pendulum clock made from trash.\" 19 Sept 2026. https://niklasroy.com/gtc/ (all-rights-reserved)","access":{"human_view":"preview","full_text_available":true,"source_url":"https://niklasroy.com/gtc/"},"body_markdown":"## Glashütte Trash Clock\n\n### Mechanical Clockwork\n\n“Glashütte Trash Clock” is a fully functioning clockwork made from trash and other stuff that I found in Glashütte, Saxony. Since the mechanism just runs for about half an hour, it only displays seconds and minutes, striking a gong whenever the minute hand reaches the 12 o’clock position. As a little extra, the clock also triggers an external randomizer just before it runs out of energy.\n\nWhile working on this clock, I also invented a new time scale: GTC. It blends the concepts of GMT and UTC, and the Glashütte Trash Clock serves as its global reference clock.\n\n### Background\n\nBoth my great-great-grandfather Henri Roy (1833–1910) and his son, my great-grandfather Eduard Roy (1860–1942), were Swiss watchmakers. They lived in La Chaux-de-Fonds, which is well known for its watchmaking tradition. Later in life, they emigrated to Herrnhut, a little town in Saxony, Germany, where they continued making clocks and watches.\n\nPhotos: Martin Roy\n\nGlashütte, another small town in Saxony, is also famous among watch aficionados around the world. Some of the highest-quality mechanical timepieces are manufactured there. There is even a law protecting the designation of origin: only clocks and watches actually made there are allowed to bear the name “Glashütte/SA” on their dial.\n\nIn 2026 I received a surprise email: NOMOS, a manufacturer of mechanical wristwatches, invited me to an artist residency in Glashütte. This seemed to be the perfect opportunity to follow in the footsteps of my ancestors and to try making a clock by myself. So I packed my suitcase and went to Glashütte. With me I brought some cutters, a compass, pliers, rulers, cutting mats, a few kilos of hot glue, a handful of zip ties, a bunch of different adhesive tapes and some books about horology.\n\n### Pendulum\n\nAmong those books was “Mechanische Uhren” by Zdeněk Martínek and Jaroslav Řehoř, a vintage textbook for watchmakers. There I read how a pendulum can be used to measure time.\n\nI found it quite interesting to learn that the frequency at which a pendulum oscillates is only determined by\n          its length (and the strength of gravity), while the weight at the end of the pendulum’s rod (which clockmakers\n          call a *bob*) doesn’t really matter. A pendulum with a length of roughly one meter is called a\n          *seconds\n            pendulum*,\n          because it takes one second to swing to one side and another second to swing back.\n        \n\nTherefore, my first practical experiment was to build a pendulum. In my extraordinary workspace, an old church, I found a step ladder to hang it from and a plastic water bottle to use as a bob. A wooden folding ruler made a perfect rod, as its length could be adjusted.\n\nDutch astronomer Christiaan Huygens (1629–1695) was the first one to describe the behavior of pendulums mathematically. He also constructed a working pendulum clock in 1656 and published this formula in his book “Horologium Oscillatorium”:\n\n*T* is the time for one full back-and-forth swing — *the period*. *l* is\n          the length of the pendulum, and *g* is the gravitational acceleration. As you can see, the strength of\n          gravity\n          plays a role in this equation, which means a pendulum clock made for Earth won’t work well on another planet\n          with a different gravitational acceleration.  \n        \n\nSource: archive.org\n\nI should also mention that Huygens’ formula describes the behavior of an *ideal* pendulum. The higher\n          the\n          pendulum swings, the less accurate the formula becomes. In fact, if you want to be really pedantic, a pendulum\n          stops being ideal the moment it starts oscillating. So this formula is only exact for a pendulum that doesn't\n          swing. But well, good luck building a pendulum clock with a non-swinging pendulum ;)\n        \n\n### Escapement\n\nIn the next step, I had to keep the pendulum swinging for a long time, and the mechanism also had to count\n          how\n          often it swings. Thankfully, I didn’t have to invent anything, as all the parts needed are well described in\n          the literature. I only had to figure out how to build them with the materials at hand. What I needed was an\n          *escapement*, which consists of an *escapement wheel* and an *anchor*.\n        \n\nSource: “Mechanische Uhren”\n\nAn escapement is quite clever because it does two things at the same time: connected to the anchor are\n          two *pallets*, which\n          block the escapement wheel alternately,\n          letting it advance only half a tooth per swing of the pendulum — and with every release, the wheel also gives\n          the\n          pendulum a small push. Without that push, the pendulum would slow down and stop within minutes.\n        \n\nWhen using a seconds pendulum, it makes sense to use an escapement wheel with 30 teeth: with one swing per second and half a tooth per swing, the wheel makes exactly one full rotation per minute. An indicator on this axle can then be used right away as a clock hand, showing the seconds.\n\nTrying to build a reliable escapement out of trash was quite a challenge, as the parts had to be fairly precise and also strong. For the anchor, I used a carefully bent metal rod, and it turned out that paperclips make quite sturdy gear teeth for the escapement wheel.\n\nArt critics might suggest\n          that the prominent use of paperclips in the mechanism could be read as a clear reference to\n          Nick Bostrom’s *paperclip maximizer*,\n          but this is no AI doomsday clock, and their extensive use in this project was for\n          purely practical reasons.\n        \n\n### Energy\n\nUntil then, the mechanism only worked when I pushed the pendulum or the escapement wheel by hand. To keep the wheel spinning on its own, I needed a way to store energy.\n\nPendulum clocks usually rely on a weight suspended from a cord spooled around a barrel. In my design, this barrel drives the movement through the escapement axle.\n\nBuilding the barrel was simple, using some leftover cardboard packaging. For the weight, I filled an empty paint can with scrap metal I found at the NOMOS manufacturing facilities. I also salvaged an old toy construction kit from the roadside that happened to contain some pulleys — perfect for building a block and tackle, which halved the weight’s travel, so the clock could run twice as long before the weight hit the floor.\n\n### Reduction Drive\n\nThe next step was building a reduction drive to display the minutes. The reduction is easy to calculate: 60 rotations of the seconds hand (the escapement axle) should cause the minute hand to spin once. It makes sense to do this in two stages, with an intermediate wheel, as every stage reverses the direction of rotation and it is desirable to have the minute hand spinning clockwise, too. Anything else would be awkward.\n\nAfter I cut some cardboard gears with questionable precision, I thought, why not just use simple friction wheels instead? Round discs could be cut much more easily than gears! The clock wouldn’t be precise anyway, so a little bit of slip between the wheels wouldn’t really matter.\n\nFor each axle I used a simple hole as a bearing on one side and a fork on the other. The wheels were basically just lying on top of each other. To set the minute hand, I could simply lift the axle a bit, which disengaged its connection with the intermediate stage and let the minute hand spin freely.\n\n### Sound\n\nSo far the clock worked well, but for my taste it lacked some joyful extras. Inspired by cuckoo clocks, I thought a little squeeze horn would be nice, but that turned out to be too hard to push, so I went for a glass bottle gong instead. It strikes whenever the minute hand reaches the 12 o’clock position. Apart from being triggered by the clock, the gong mechanism is completely independent, with its own energy source: another weight, this time a rubber boot, hanging from a string.\n\nHere’s how it works: the rubber boot’s string is spooled around a barrel (1). Mounted on the same axle\n          are a drum (2)\n          with two notches and a little lever that moves\n          the gong hammer (3). There’s also a trigger lever (4) with two pins on its opposite side, which drop\n          into the drum's\n          notches and block its rotation. At the back of the axle sits a large *fly (5)*, which slows\n          down the\n          rotation\n          through air resistance. Its yellow flags are cut from a supermarket plastic bag.\n        \n\nA cam plate on the minute wheel slowly lifts the trigger lever. This disengages the first pin and the\n          drum\n          spins a bit, until it is stopped right away by the second pin, which drops into the other notch. Clockmakers\n          call this movement, which happens before the sound is triggered, *the warning*. During this phase, the\n          hammer is\n          pulled away from the glass bottle.\n        \n\nAbout two minutes later, the trigger lever drops off the cam back to its original position, pulling the second pin out of its notch. The first pin has already returned into the first notch — but that notch lets the drum spin on until it reaches its starting position again. The little hammer is released and strikes the bottle.\n\nThis two-step design has a reason. Lifting the lever happens slowly, along the rising edge of the cam, so there is no clearly defined moment when the warning occurs. The drop, on the other hand, happens at a sharp edge, so the moment when the gong should happen can be adjusted precisely.\n\n### Random Complication\n\nUp to now, my clock only had features that are pretty much standard for pendulum clocks. But I still had some\n          materials — and time. So I decided to add what horologists call a *complication*: any function beyond\n          telling\n          the time. In my case, it became a random complication.\n        \n\nIn the church I found a large rolling scaffold and a wheel of fortune, which I labeled with the words NOW and NEVER. The wheel went into the middle of the scaffold. At the back of the wheel I wound a string, which led to the top of the scaffolding, where I hung another weight. A second string connected this weight with a release mechanism, bent out of steel wire, which I placed beneath the clock’s weight, the paint can.\n\nAs the clock runs, the paint can slowly descends, and just before the clock runs out of energy, it presses\n          the wire down. This releases the string, the weight at the top of the scaffold drops, and the wheel of fortune\n          spins — answering the ultimate question one can have about time: *“Now or Never?”*\n        \n\n### Precision\n\n          When making a clock, you want its oscillator to always swing at the same speed. Horologists call that\n          *isochronism*, and I was certainly curious to find out how precisely my trashy timekeeping mechanism\n          ran.\n        \n\nSo I attached a small piece of black tape to the pendulum and filmed the clock for its entire run time with my smartphone. Then I tracked the tape in the video with a little computer program. It turned out that my clock worked much better than expected — a “second” of the Glashütte Trash Clock was, on average, 1.004 seconds long (±0.001 s), accurate to within 0.4%.\n\n### GMT / UTC – WTF!?\n\nStill reading? Very good! Because now it becomes weird. While learning about clocks and\n          timekeeping,\n          I stumbled upon a fact that really puzzled me: the simple question “what time is it?”\n          seems to be impossible\n          to answer. There exist several time scales, and therefore several times, at the same moment,\n          at the same location\n          on earth — and they *can* and *do* deviate.\n        \n\nLet’s start at the beginning, concentrating on one location only, so we don’t need to think about time zones.\n          I guess you have heard about GMT, which stands for *Greenwich Mean Time*. \n\nThis is how it works: Imagine you were in\n          Greenwich, in London, looking at the sky. When the sun reaches its highest point,\n          it’s 12 o’clock noon. If you observe the\n          clear sky for two subsequent days, you can measure the duration of one day. But the length of a\n          day varies\n          over the course of a year. So do that for an\n          entire year and take the average, and you get the *mean* duration of a day. Divide that\n          by 24, and you have the\n          duration of an hour. Divide that by 60, and you know how long a minute is.\n          Slice that up into 60 even parts,\n          and you have the duration of one second.\n        \n\nNow you build an atomic clock. It measures time with incredible precision. But a single atomic clock\n          isn't\n          perfect, so you build a bunch of them, spread them around the world, and average their outputs. What this\n          clock construction gives you is called TAI, *Temps Atomique International*, the international atomic\n          time.\n        \n\nSo far so good. Now you let your clocks run for a while, and you also keep looking at the sky in Greenwich. At first, the two match: when it’s 12 o’clock TAI, the sun is at its highest point. But after a while they drift apart, and it turns out to be impossible to predict this deviation exactly. So why is that?\n\nThe reason is simple: the earth does not rotate at a constant rate. Several factors influence the rotary\n          speed of the earth; some of them are predictable, others aren’t, e.g. earthquakes and floods.\n          But we still\n          want noon to be noon in the long run. Therefore, in 1987, an organization with the wonderful\n          name\n          *International Earth Rotation Service* was established. The IERS observes clocks and skies — and\n          when\n          the two deviate too much, it announces a leap second. Derived from TAI is UTC,\n          *Coordinated Universal Time*, which is basically TAI with accumulated leap seconds taken into account.\n          At the moment of writing this\n          text, UTC is 37 seconds\n          behind TAI.\n        \n\nLeap seconds are inserted at the end of June or December. If you want to know whether there will be a leap second coming up or not, you can subscribe to Bulletin C, published twice a year by the IERS.\n\nIn November 2022, the *General Conference on Weights and Measures* decided to abolish the leap second\n          by 2035, and some names and standards have also moved on. Since 2003, the IERS has been officially called\n          International Earth\n            Rotation and Reference Systems Service and GMT was replaced as the international standard back\n          in 1972,\n          but it still survives as a British time zone. Time derived from the earth’s rotation is now called UT\n          (Universal Time), and there are even more time scales and systems.\n        \n\nNow I thought, if so many different times exist already, it doesn’t really matter if I add another one. Therefore I invented GTC. Its definition is straightforward and has nothing to do with the earth’s rotation: GTC is based on the observation of the Glashütte Trash Clock instead of the sun, and like UTC it serves as a global reference time. Its purpose is a practical one. It makes sure that the clock is always correct, even when its trash mechanism doesn’t work anymore — simply because the Glashütte Trash Clock is, by definition, the ultimate reference clock for GTC.\n\n### Leaving Glashütte\n\nBefore I left Glashütte, I took some moving parts off the clock so it could be transported more easily. At just that moment, the sun came out and shone through the church's stained-glass window onto the clock. It looked so beautiful that I had to take a few last photos.\n\n### Thanks\n\nThis project would not have been the same without the wonderful team at NOMOS. A huge thank you to Inès and Stefan for the invitation, to Marie, who took such good care of me and made my time in Glashütte so memorable, and to Melchior for his practical tips while I was building the clock. The entire team was incredibly generous with their time, showing me their work, patiently answering all my questions, and collecting interesting trash for me.\n\nI'm also grateful to my second cousin Martin for the photos of our great-great-grandfather’s pocket watch, and to my father Helmut for helping me research our family history.\n\n### Additional Resources\n\n- Owners’ Manual - Screen Version (PDF, 31MB)\n- Owners’ Manual - Print Version (PDF, 126MB)\n- Hires promo pics (ZIP, 15.3MB)\n- Trash clock photos in my diary (newest first)\n- Residency photos in my diary (oldest first)\n- CSV dataset of Pendulum analysis\n- IERS Bulletin C\n- Definitions of Systems of Time\n- Videoclips on archive.org","body_html":"<h2 id=\"glashutte-trash-clock\">Glashütte Trash Clock</h2>\n<h3 id=\"mechanical-clockwork\">Mechanical Clockwork</h3>\n<p>“Glashütte Trash Clock” is a fully functioning clockwork made from trash and other stuff that I found in Glashütte, Saxony. Since the mechanism just runs for about half an hour, it only displays seconds and minutes, striking a gong whenever the minute hand reaches the 12 o’clock position. As a little extra, the clock also triggers an external randomizer just before it runs out of energy.</p>\n<p>While working on this clock, I also invented a new time scale: GTC. It blends the concepts of GMT and UTC, and the Glashütte Trash Clock serves as its global reference clock.</p>\n<h3 id=\"background\">Background</h3>\n<p>Both my great-great-grandfather Henri Roy (1833–1910) and his son, my great-grandfather Eduard Roy (1860–1942), were Swiss watchmakers. They lived in La Chaux-de-Fonds, which is well known for its watchmaking tradition. Later in life, they emigrated to Herrnhut, a little town in Saxony, Germany, where they continued making clocks and watches.</p>\n<p>Photos: Martin Roy</p>\n<p>Glashütte, another small town in Saxony, is also famous among watch aficionados around the world. Some of the highest-quality mechanical timepieces are manufactured there. There is even a law protecting the designation of origin: only clocks and watches actually made there are allowed to bear the name “Glashütte/SA” on their dial.</p>\n<p>In 2026 I received a surprise email: NOMOS, a manufacturer of mechanical wristwatches, invited me to an artist residency in Glashütte. This seemed to be the perfect opportunity to follow in the footsteps of my ancestors and to try making a clock by myself. So I packed my suitcase and went to Glashütte. With me I brought some cutters, a compass, pliers, rulers, cutting mats, a few kilos of hot glue, a handful of zip ties, a bunch of different adhesive tapes and some books about horology.</p>\n<h3 id=\"pendulum\">Pendulum</h3>\n<p>Among those books was “Mechanische Uhren” by Zdeněk Martínek and Jaroslav Řehoř, a vintage textbook for watchmakers. There I read how a pendulum can be used to measure time.</p>\n<p>I found it quite interesting to learn that the frequency at which a pendulum oscillates is only determined by\n          its length (and the strength of gravity), while the weight at the end of the pendulum’s rod (which clockmakers\n          call a <em>bob</em>) doesn’t really matter. A pendulum with a length of roughly one meter is called a\n          *seconds\n            pendulum*,\n          because it takes one second to swing to one side and another second to swing back.</p>\n<p>Therefore, my first practical experiment was to build a pendulum. In my extraordinary workspace, an old church, I found a step ladder to hang it from and a plastic water bottle to use as a bob. A wooden folding ruler made a perfect rod, as its length could be adjusted.</p>\n<p>Dutch astronomer Christiaan Huygens (1629–1695) was the first one to describe the behavior of pendulums mathematically. He also constructed a working pendulum clock in 1656 and published this formula in his book “Horologium Oscillatorium”:</p>\n<p>*T* is the time for one full back-and-forth swing — <em>the period</em>. *l* is\n          the length of the pendulum, and *g* is the gravitational acceleration. As you can see, the strength of\n          gravity\n          plays a role in this equation, which means a pendulum clock made for Earth won’t work well on another planet\n          with a different gravitational acceleration.  </p>\n<p>Source: archive.org</p>\n<p>I should also mention that Huygens’ formula describes the behavior of an <em>ideal</em> pendulum. The higher\n          the\n          pendulum swings, the less accurate the formula becomes. In fact, if you want to be really pedantic, a pendulum\n          stops being ideal the moment it starts oscillating. So this formula is only exact for a pendulum that doesn&#39;t\n          swing. But well, good luck building a pendulum clock with a non-swinging pendulum ;)</p>\n<h3 id=\"escapement\">Escapement</h3>\n<p>In the next step, I had to keep the pendulum swinging for a long time, and the mechanism also had to count\n          how\n          often it swings. Thankfully, I didn’t have to invent anything, as all the parts needed are well described in\n          the literature. I only had to figure out how to build them with the materials at hand. What I needed was an\n          <em>escapement</em>, which consists of an <em>escapement wheel</em> and an <em>anchor</em>.</p>\n<p>Source: “Mechanische Uhren”</p>\n<p>An escapement is quite clever because it does two things at the same time: connected to the anchor are\n          two <em>pallets</em>, which\n          block the escapement wheel alternately,\n          letting it advance only half a tooth per swing of the pendulum — and with every release, the wheel also gives\n          the\n          pendulum a small push. Without that push, the pendulum would slow down and stop within minutes.</p>\n<p>When using a seconds pendulum, it makes sense to use an escapement wheel with 30 teeth: with one swing per second and half a tooth per swing, the wheel makes exactly one full rotation per minute. An indicator on this axle can then be used right away as a clock hand, showing the seconds.</p>\n<p>Trying to build a reliable escapement out of trash was quite a challenge, as the parts had to be fairly precise and also strong. For the anchor, I used a carefully bent metal rod, and it turned out that paperclips make quite sturdy gear teeth for the escapement wheel.</p>\n<p>Art critics might suggest\n          that the prominent use of paperclips in the mechanism could be read as a clear reference to\n          Nick Bostrom’s <em>paperclip maximizer</em>,\n          but this is no AI doomsday clock, and their extensive use in this project was for\n          purely practical reasons.</p>\n<h3 id=\"energy\">Energy</h3>\n<p>Until then, the mechanism only worked when I pushed the pendulum or the escapement wheel by hand. To keep the wheel spinning on its own, I needed a way to store energy.</p>\n<p>Pendulum clocks usually rely on a weight suspended from a cord spooled around a barrel. In my design, this barrel drives the movement through the escapement axle.</p>\n<p>Building the barrel was simple, using some leftover cardboard packaging. For the weight, I filled an empty paint can with scrap metal I found at the NOMOS manufacturing facilities. I also salvaged an old toy construction kit from the roadside that happened to contain some pulleys — perfect for building a block and tackle, which halved the weight’s travel, so the clock could run twice as long before the weight hit the floor.</p>\n<h3 id=\"reduction-drive\">Reduction Drive</h3>\n<p>The next step was building a reduction drive to display the minutes. The reduction is easy to calculate: 60 rotations of the seconds hand (the escapement axle) should cause the minute hand to spin once. It makes sense to do this in two stages, with an intermediate wheel, as every stage reverses the direction of rotation and it is desirable to have the minute hand spinning clockwise, too. Anything else would be awkward.</p>\n<p>After I cut some cardboard gears with questionable precision, I thought, why not just use simple friction wheels instead? Round discs could be cut much more easily than gears! The clock wouldn’t be precise anyway, so a little bit of slip between the wheels wouldn’t really matter.</p>\n<p>For each axle I used a simple hole as a bearing on one side and a fork on the other. The wheels were basically just lying on top of each other. To set the minute hand, I could simply lift the axle a bit, which disengaged its connection with the intermediate stage and let the minute hand spin freely.</p>\n<h3 id=\"sound\">Sound</h3>\n<p>So far the clock worked well, but for my taste it lacked some joyful extras. Inspired by cuckoo clocks, I thought a little squeeze horn would be nice, but that turned out to be too hard to push, so I went for a glass bottle gong instead. It strikes whenever the minute hand reaches the 12 o’clock position. Apart from being triggered by the clock, the gong mechanism is completely independent, with its own energy source: another weight, this time a rubber boot, hanging from a string.</p>\n<p>Here’s how it works: the rubber boot’s string is spooled around a barrel (1). Mounted on the same axle\n          are a drum (2)\n          with two notches and a little lever that moves\n          the gong hammer (3). There’s also a trigger lever (4) with two pins on its opposite side, which drop\n          into the drum&#39;s\n          notches and block its rotation. At the back of the axle sits a large <em>fly (5)</em>, which slows\n          down the\n          rotation\n          through air resistance. Its yellow flags are cut from a supermarket plastic bag.</p>\n<p>A cam plate on the minute wheel slowly lifts the trigger lever. This disengages the first pin and the\n          drum\n          spins a bit, until it is stopped right away by the second pin, which drops into the other notch. Clockmakers\n          call this movement, which happens before the sound is triggered, <em>the warning</em>. During this phase, the\n          hammer is\n          pulled away from the glass bottle.</p>\n<p>About two minutes later, the trigger lever drops off the cam back to its original position, pulling the second pin out of its notch. The first pin has already returned into the first notch — but that notch lets the drum spin on until it reaches its starting position again. The little hammer is released and strikes the bottle.</p>\n<p>This two-step design has a reason. Lifting the lever happens slowly, along the rising edge of the cam, so there is no clearly defined moment when the warning occurs. The drop, on the other hand, happens at a sharp edge, so the moment when the gong should happen can be adjusted precisely.</p>\n<h3 id=\"random-complication\">Random Complication</h3>\n<p>Up to now, my clock only had features that are pretty much standard for pendulum clocks. But I still had some\n          materials — and time. So I decided to add what horologists call a <em>complication</em>: any function beyond\n          telling\n          the time. In my case, it became a random complication.</p>\n<p>In the church I found a large rolling scaffold and a wheel of fortune, which I labeled with the words NOW and NEVER. The wheel went into the middle of the scaffold. At the back of the wheel I wound a string, which led to the top of the scaffolding, where I hung another weight. A second string connected this weight with a release mechanism, bent out of steel wire, which I placed beneath the clock’s weight, the paint can.</p>\n<p>As the clock runs, the paint can slowly descends, and just before the clock runs out of energy, it presses\n          the wire down. This releases the string, the weight at the top of the scaffold drops, and the wheel of fortune\n          spins — answering the ultimate question one can have about time: <em>“Now or Never?”</em></p>\n<h3 id=\"precision\">Precision</h3>\n<pre><code>      When making a clock, you want its oscillator to always swing at the same speed. Horologists call that\n      *isochronism*, and I was certainly curious to find out how precisely my trashy timekeeping mechanism\n      ran.</code></pre>\n<p>So I attached a small piece of black tape to the pendulum and filmed the clock for its entire run time with my smartphone. Then I tracked the tape in the video with a little computer program. It turned out that my clock worked much better than expected — a “second” of the Glashütte Trash Clock was, on average, 1.004 seconds long (±0.001 s), accurate to within 0.4%.</p>\n<h3 id=\"gmt-utc-wtf\">GMT / UTC – WTF!?</h3>\n<p>Still reading? Very good! Because now it becomes weird. While learning about clocks and\n          timekeeping,\n          I stumbled upon a fact that really puzzled me: the simple question “what time is it?”\n          seems to be impossible\n          to answer. There exist several time scales, and therefore several times, at the same moment,\n          at the same location\n          on earth — and they <em>can</em> and <em>do</em> deviate.</p>\n<p>Let’s start at the beginning, concentrating on one location only, so we don’t need to think about time zones.\n          I guess you have heard about GMT, which stands for <em>Greenwich Mean Time</em>. </p>\n<p>This is how it works: Imagine you were in\n          Greenwich, in London, looking at the sky. When the sun reaches its highest point,\n          it’s 12 o’clock noon. If you observe the\n          clear sky for two subsequent days, you can measure the duration of one day. But the length of a\n          day varies\n          over the course of a year. So do that for an\n          entire year and take the average, and you get the <em>mean</em> duration of a day. Divide that\n          by 24, and you have the\n          duration of an hour. Divide that by 60, and you know how long a minute is.\n          Slice that up into 60 even parts,\n          and you have the duration of one second.</p>\n<p>Now you build an atomic clock. It measures time with incredible precision. But a single atomic clock\n          isn&#39;t\n          perfect, so you build a bunch of them, spread them around the world, and average their outputs. What this\n          clock construction gives you is called TAI, <em>Temps Atomique International</em>, the international atomic\n          time.</p>\n<p>So far so good. Now you let your clocks run for a while, and you also keep looking at the sky in Greenwich. At first, the two match: when it’s 12 o’clock TAI, the sun is at its highest point. But after a while they drift apart, and it turns out to be impossible to predict this deviation exactly. So why is that?</p>\n<p>The reason is simple: the earth does not rotate at a constant rate. Several factors influence the rotary\n          speed of the earth; some of them are predictable, others aren’t, e.g. earthquakes and floods.\n          But we still\n          want noon to be noon in the long run. Therefore, in 1987, an organization with the wonderful\n          name\n          <em>International Earth Rotation Service</em> was established. The IERS observes clocks and skies — and\n          when\n          the two deviate too much, it announces a leap second. Derived from TAI is UTC,\n          <em>Coordinated Universal Time</em>, which is basically TAI with accumulated leap seconds taken into account.\n          At the moment of writing this\n          text, UTC is 37 seconds\n          behind TAI.</p>\n<p>Leap seconds are inserted at the end of June or December. If you want to know whether there will be a leap second coming up or not, you can subscribe to Bulletin C, published twice a year by the IERS.</p>\n<p>In November 2022, the <em>General Conference on Weights and Measures</em> decided to abolish the leap second\n          by 2035, and some names and standards have also moved on. Since 2003, the IERS has been officially called\n          International Earth\n            Rotation and Reference Systems Service and GMT was replaced as the international standard back\n          in 1972,\n          but it still survives as a British time zone. Time derived from the earth’s rotation is now called UT\n          (Universal Time), and there are even more time scales and systems.</p>\n<p>Now I thought, if so many different times exist already, it doesn’t really matter if I add another one. Therefore I invented GTC. Its definition is straightforward and has nothing to do with the earth’s rotation: GTC is based on the observation of the Glashütte Trash Clock instead of the sun, and like UTC it serves as a global reference time. Its purpose is a practical one. It makes sure that the clock is always correct, even when its trash mechanism doesn’t work anymore — simply because the Glashütte Trash Clock is, by definition, the ultimate reference clock for GTC.</p>\n<h3 id=\"leaving-glashutte\">Leaving Glashütte</h3>\n<p>Before I left Glashütte, I took some moving parts off the clock so it could be transported more easily. At just that moment, the sun came out and shone through the church&#39;s stained-glass window onto the clock. It looked so beautiful that I had to take a few last photos.</p>\n<h3 id=\"thanks\">Thanks</h3>\n<p>This project would not have been the same without the wonderful team at NOMOS. A huge thank you to Inès and Stefan for the invitation, to Marie, who took such good care of me and made my time in Glashütte so memorable, and to Melchior for his practical tips while I was building the clock. The entire team was incredibly generous with their time, showing me their work, patiently answering all my questions, and collecting interesting trash for me.</p>\n<p>I&#39;m also grateful to my second cousin Martin for the photos of our great-great-grandfather’s pocket watch, and to my father Helmut for helping me research our family history.</p>\n<h3 id=\"additional-resources\">Additional Resources</h3>\n<ul><li>Owners’ Manual - Screen Version (PDF, 31MB)</li><li>Owners’ Manual - Print Version (PDF, 126MB)</li><li>Hires promo pics (ZIP, 15.3MB)</li><li>Trash clock photos in my diary (newest first)</li><li>Residency photos in my diary (oldest first)</li><li>CSV dataset of Pendulum analysis</li><li>IERS Bulletin C</li><li>Definitions of Systems of Time</li><li>Videoclips on archive.org</li></ul>","headings":[{"level":2,"text":"Glashütte Trash Clock","id":"glashutte-trash-clock"},{"level":3,"text":"Mechanical Clockwork","id":"mechanical-clockwork"},{"level":3,"text":"Background","id":"background"},{"level":3,"text":"Pendulum","id":"pendulum"},{"level":3,"text":"Escapement","id":"escapement"},{"level":3,"text":"Energy","id":"energy"},{"level":3,"text":"Reduction Drive","id":"reduction-drive"},{"level":3,"text":"Sound","id":"sound"},{"level":3,"text":"Random Complication","id":"random-complication"},{"level":3,"text":"Precision","id":"precision"},{"level":3,"text":"GMT / UTC – WTF!?","id":"gmt-utc-wtf"},{"level":3,"text":"Leaving Glashütte","id":"leaving-glashutte"},{"level":3,"text":"Thanks","id":"thanks"},{"level":3,"text":"Additional Resources","id":"additional-resources"}]}}