Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Dibyendu_Sur_071221_6 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | March 17, 2013 |
Start Time | | 2013/03/17 00:00 |
End Time | | 2013/03/18 02:00 |
Key Words | | Joule Heating |
Model | | OpenGGCM |
Model Version | | 5.0 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | -4.69 |
Dipole Tilt, in Y-Z GSE plane, deg | | 32.86 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 124.50000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Dibyendu_Sur_071221_6 |
Minimum Dst Value | | -132 |
SW Source | | ACE-realtime |
Diagnostic Indices | | NO |
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View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for THEMIS-C for time period of this run.
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