Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: devi_rn_081222_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | March 17, 2015 |
Start Time | | 2015/03/17 13:23 |
End Time | | 2015/03/17 15:07 |
Key Words | | 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 | | 4.51 |
Dipole Tilt, in Y-Z GSE plane, deg | | 15.57 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 113.20000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | devi_rn_081222_1 |
Minimum Dst Value | | -86 |
SW Source | | OMNI |
Diagnostic Indices | | NO |
|
View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for Cluster-2 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. |