Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Adam_Liebers_110723_5 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | July 23, 2000 |
Start Time | | 2000/07/23 14:00 |
End Time | | 2000/07/24 23:00 |
Key Words | | weak |
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 | | 28.92 |
Dipole Tilt, in Y-Z GSE plane, deg | | -20.62 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 0 |
F10.7 | | 224.30000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Adam_Liebers_110723_5 |
Minimum Dst Value | | -68 |
SW Source | | OMNI |
Diagnostic Indices | | NO |
|
View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for Polar for time period of this run.
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |