Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Andrey_Samsonov_020811_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | July 29 2002 |
Start Time | | 2002/07/29 13:00 |
End Time | | 2002/07/29 14:00 |
Key Words | | interplanetary shock |
Model | | LFM |
Model Version | | LTR-2_1_1 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | SM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 0.00 |
Dipole Tilt, in Y-Z GSE plane, deg | | 0.00 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 30 |
F10.7 | | 241.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | Andrey_Samsonov_020811_1 |
Minimum Dst Value | | -13 |
SW Source | | DSCOVR-realtime |
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 Polar for time period of this run.
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)
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