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-D for time period of this run.
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)
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