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 GOES-8 for time period of this run.
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)
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