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1 0 : \cond NEVER 2 : Distributed under the MIT License. 3 : See LICENSE.txt for details. 4 : \endcond 5 : 6 : \cond NEVER 7 : Instructions for adding images or videos: 8 : 9 : 1. Send your media files to a SpECTRE core dev (see CONTRIBUTING.md for details 10 : and communication channels). They will place the files in this public Google 11 : Drive folder: 12 : https://drive.google.com/drive/folders/1xvLplF_pPlkADGfgFNaW_ByVATFv61m- 13 : 2. Open the media files in Google Drive and get their file IDs. To do this, 14 : select [...] > Open in new window > Copy the <FILE_ID> in the URL of the form 15 : https://drive.google.com/file/d/<FILE_ID>/view. 16 : 3. Add a section to this page. 17 : - Embed images like this: 18 : <img src="https://drive.google.com/thumbnail?id=<FILE_ID>&sz=w<WIDTH>"/> 19 : Replace <WIDTH> with the width you want your image to have on the page. 20 : Google Drive will automatically provide an image of this size. 21 : - Embed videos like this: 22 : \htmlonly 23 : <iframe src="https://drive.google.com/file/d/18KIEoK8oH6WDifx0cyFkl2ncKijNtaxs/preview" width="640" height="480" allow="autoplay" allowfullscreen></iframe> 24 : \endhtmlonly 25 : 4. Open a pull request to contribute your changes (see CONTRIBUTING.md for 26 : details). 27 : \endcond 28 : 29 : # Gallery {#gallery} 30 : 31 : This page highlights some visualizations of SpECTRE simulations. 32 : 33 : ## Adaptive mesh refinement 34 : 35 : Here's an image of an adaptively refined mesh: 36 : 37 : <img src="https://drive.google.com/thumbnail?id=1ivR2Wbu_RYvHih098waKi6jqx637pSUn&sz=w600"/> 38 : 39 : ## Binary Black Holes 40 : 41 : ### Overview 42 : 43 : Simulations of two black holes orbiting each other and eventually merging using 44 : the SpECTRE code. SpECTRE uses the Generalized Harmonic formulation of 45 : Einstein's equations of general relativity to solve this problem. Since we 46 : expect the solution of Einstein's equations to be smooth for the BBH problem, 47 : we represent our solution using the Discontinuous Galerkin (DG) method because 48 : of it's ability to represent smooth functions to high accuracy. Also, DG allows 49 : SpECTRE to parallelize the BBH problem to exascale. 50 : 51 : \htmlonly 52 : <figure> 53 : <img src="https://drive.google.com/thumbnail?id=1Ccz_ZDPTpIsLXh_lGotGBdSLEnc7a__f&sz=w1200"/> 54 : <figcaption> 55 : Apparent horizons of an equal mass non-spinning BBH. The 56 : colorful surface represents the lapse value in the equatorial plane and the 57 : arrows depict the shift vector. Image credit: Alex Carpenter, CSUF 58 : </figcaption> 59 : </figure> 60 : \endhtmlonly