Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Dibyendu_Sur_092420_2 | |
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_092420_2 |
Minimum Dst Value | | -132 |
SW Source | | OMNI |
Diagnostic Indices | | NO |
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View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for GOES-11 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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