Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Xiangning_Chu_081515_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | February 13, 2008 |
Start Time | | 2008/02/13 01:00 |
End Time | | 2008/02/13 05:00 |
Key Words | | substorm |
Model | | SWMF |
Model Version | | v20140611 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -20.72 |
Dipole Tilt, in Y-Z GSE plane, deg | | 28.51 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 69.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Xiangning_Chu_081515_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.
Model values plot for Cluster-4 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |