Chrome experiments 10000 stars

It shows the real location of overnearby stars. Zooming in reveals 87 individually identified stars and our solar system. The galaxy view is an artist's rendition.

WOW, that is amazing. I'm always blown away by stuff like this, where you can actually get a sense of how small we all are and how distant even the closest neighbor stars are. I just close my eyes for a minute and think or try to , what would it be like for those people that are finally able to reach, say, Vega I know it's not the closest. Sure, this is not a big deal in sci-fi, but for reality, it's pretty mind blowing. In the meantime, I guess this will have to suffice. If you don't already own a pair, I'd recommend getting a basic pair of binoculars and doing some backyard astronomy.

Chrome experiments 10000 stars

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This map depicts over , stars which can be observed and explored through this experience. Users can travel throughout the map to explore what stars astronomers discovered, named and their proximity to our home planet, Earth. This map demonstrates the density of each discovered star as well as their physical size as the user independently travels through the galaxy. Users can travel to different star locations and view their proximity to our home star, the Sun. By hovering over a star users can view their name and information about their conditions and measurement. For example, Castor is the second brightest star in the constellation Gemini. Castor is HR is a triple star system in the constellation of Cetus.

Chrome experiments 10000 stars

There are hundreds of ways to explore parts of the Milky Way galaxy online and even on your smartphone if you have the right app, but what about one that can explore all of it? That's just what Google have done with with a new web experiment called , Stars. As the blog post points out : "Using your mouse or trackpad, you can zoom in and out to explore our galaxy. Zooming in reveals the names of the most prominent stars close to our sun". Clicking each name shows more info on the star, and a digital rendition is shown. Unfortunately the site doesn't work in Internet Explorer 10, but it will render in Firefox following our own testing, as well as Opera and Safari which all support WebGL.

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Newer Post This really puts in to perspective the brevity of human life and how little we have achieved so far, from leaving the primordial soup to firing Glee across our television network to entertain teenage girls and travelling to and from the moon. MBP Chrome here, I see maybe 50 closest stars. It's better to pretend that the hand manipulates the model, with a swipe up pushing it away and a swipe right turning the model counterclockwise around the vertical axis of the view. Using your mouse or trackpad, you can zoom in and out to explore our galaxy. Your thumb and finger move left and right? Zooming in reveals 87 individually identified stars and our solar system. Just keep your towel on you and you'll be alright. What was this optimized with? FOG: Faraway things fade exponentially. By the time a space faring civilization has evolved, the stars are no longer close.

An interactive 3D visualization of the stellar neighborhood, including over , nearby stars.

By the time a space faring civilization has evolved, the stars are no longer close. It doesn't work at all for me in Chrome on Win XP. Full Moon Volcano Hike.. Some people have it tattooed just in case. It works perfectly for me in Chrome in Win XP. Disclaimer: This maths was about as well as I could do at 5. This is the start of the whole universe of "shaders", which represents a big part of current 3-D work. We still haven't effectively solved the 'how do we efficiently extract the generated energy' problem either. TinyGrab is down again, I have a headache, etc. I'm going to go out on a limb and assume you have an Intel or nvidia chip set in your mac. I'm guessing for your edit that you feel you're being downvoted for a negative comment about a cool demo. Perhaps it is the other platforms that are wrong? A rotation matrix that rotates around the X-axis looks like [[1 0 0] [0 c s] [0 -s c]] where s and c are the sin and cos of the angle you want to rotate.