Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Adam_Liebers_060823_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | January 01, 2000 |
Start Time | | 2000/01/01 07:00 |
End Time | | 2000/01/01 09:00 |
Key Words | | run_2 |
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 | | -31.73 |
Dipole Tilt, in Y-Z GSE plane, deg | | -2.23 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 30 |
F10.7 | | 125.60000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Adam_Liebers_060823_2 |
Minimum Dst Value | | -38 |
SW Source | | ACE-L2 |
Diagnostic Indices | | NO |
|
View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for Polar 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. |