Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Wenhui_Li_081216_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | September 18, 2000 |
Start Time | | 2000/09/18 00:00 |
End Time | | 2000/09/18 07:00 |
Key Words | | Magnetotail |
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 | | -1.77 |
Dipole Tilt, in Y-Z GSE plane, deg | | -13.57 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 30 |
F10.7 | | 205.70000 |
Conductance Model | | TIEGCM |
Corotation | | real |
Run Number | | Wenhui_Li_081216_1 |
Minimum Dst Value | | -201 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
|
View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for Geotail for time period of this run.
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |