Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Pavani_Rambachan_092923_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | November 27, 2019 |
Start Time | | 2019/11/27 17:00 |
End Time | | 2019/11/27 19:30 |
Key Words | | practice |
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 | | -11.94 |
Dipole Tilt, in Y-Z GSE plane, deg | | -9.42 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 0 |
F10.7 | | 69.60000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Pavani_Rambachan_092923_1 |
Minimum Dst Value | | -6 |
SW Source | | OMNI |
Diagnostic Indices | | NO |
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View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for THEMIS-A for time period of this run.
![](data: 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