Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Hasan_Bahcivan_121213_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | April 30, 2011 |
Start Time | | 2011/04/30 00:00 |
End Time | | 2011/05/02 02:00 |
Key Words | | Magnetic deflections at Resolute |
Model | | OpenGGCM |
Model Version | | 4.0 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | 12.76 |
Dipole Tilt, in Y-Z GSE plane, deg | | 28.13 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | -33 |
F10.7 | | 111.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Hasan_Bahcivan_121213_1 |
Minimum Dst Value | | -39 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
|
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.
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |