Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Adam_Liebers_061423_7 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | April 13, 2013 |
Start Time | | 2013/04/13 00:00 |
End Time | | 2013/04/13 02:00 |
Key Words | | run_14 |
Model | | LFM |
Model Version | | LTR-2_1_5 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | SM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 6.99 |
Dipole Tilt, in Y-Z GSE plane, deg | | 31.11 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 30 |
F10.7 | | 125.80000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Adam_Liebers_061423_7 |
Minimum Dst Value | | -4 |
SW Source | | WIND |
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. |