Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Zhonghua_Yao_012112_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | February 15, 2009 |
Start Time | | 2009/02/15 02:00 |
End Time | | 2009/02/15 05:00 |
Key Words | | reconnection |
Model | | SWMF |
Model Version | | v8.01 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -21.83 |
Dipole Tilt, in Y-Z GSE plane, deg | | 27.48 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 68.00000 |
Conductance Model | | auroral |
Corotation | | ideal |
Run Number | | Zhonghua_Yao_012112_1 |
Minimum Dst Value | | 8 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | YES, plot them |
|
View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for THEMIS-B for time period of this run.
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |