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 Cluster-3 for time period of this run.
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)
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