Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: devi_rn_080822_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | June 29, 2013 |
Start Time | | 2013/06/29 10:51 |
End Time | | 2013/06/29 11:43 |
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 | | 23.37 |
Dipole Tilt, in Y-Z GSE plane, deg | | -14.00 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 103.60000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | devi_rn_080822_2 |
Minimum Dst Value | | -91 |
SW Source | | OMNI |
Diagnostic Indices | | NO |
|
View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for THEMIS-D 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. |