The Heidelberg Laureate Forum Foundation invites you to visit the exhibition “Mathematics of Planet Earth” at Karlstorbahnhof in Heidelberg, Germany! It runs from July 5 to Aug 2, 2015, for the first time in Heidelberg. It offers a big variety of exciting adventures for children and adults alike.
Dune Ash
프로그램
Linux live-cd image with the installed 'dune-ash' simulation program,
alternative installation methods are availabel at
http://dune.mathematik.uni-freiburg.de/dune-ash/download.html
Licenses
Source code
Data
크레딧
This application was developed mainly at the department of applied mathematics at the University of Freiburg. The first version was built in June/July 2011 for the Freiburg Science Fair. Between September and November of 2012 additional features were added for touchscreen support.
웹사이트
참여자
OrganisationProf. Dr. D. Kröner (AAM, University of Freiburg), OrganisationDr. M. Nolte (AAM, University of Freiburg), OrganisationTh. Strauch (AAM, University of Freiburg), OrganisationT. Malkmus (AAM, University of Freiburg)
ProgrammingDr. M. Nolte (AAM, University of Freiburg), ProgrammingDr. R. Klöfkorn (IMAGe / NCAR), ProgrammingD. Nies (AAM, University of Freiburg), ProgrammingJ. Gerstenberger (AAM, University of Freiburg), Programming T. Malkmus (AAM, University of Freiburg), ProgrammingA. Pfeiffer (AAM, University of Freiburg)
PicturesSan Jose (Wikimedia Commons), Pictures H. Thorburn (Wikimedia Commons), Pictures J. Gerstenberger (AAM, University of Freiburg)
관련 행사
The exhibition “Mathematics of Planet Earth” is part of the Lange Nacht der Wissenschaften (Science Night) at the Free University of Berlin - 13. June 2015
The first MPE2013 exhibition featuring the winner modules of the MPE2013 competition held in collaboration with IMAGINARY takes place from March 5 – 8, 2013 at the UNESCO headquarters in Paris.
Dune Ash는 유럽에서의 화산폭발 시뮬레이션입니다. 화산을 위치시키고 바람의 벡터장을 입력하여 화산재의 이동을 관찰해보세요.
이 프로그램은 유럽에서 화산이 폭발한 후 화산재가 어떻게 퍼지는지 근사적인 해를 계산합니다. 모든 입력 데이터는 간단한 터치로 설정되고, 결과는 즉시 계산됩니다.
기상예보나 대기오염 물질의 확산을 예측하는 등의 지구 물리학적 응용에는 이처럼 수치 시뮬레이션이 쓰이게 됩니다. 이러한 현상을 나타내는 수학적 모형들은 보통 편미분방정식의 형태로 표현되고, 이 편미분방정식계의 해를 구하는 것은 어렵지만 흥미로운 문제입니다.
