Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Peter_Schmitt_050412_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | January 01, 2000 |
Start Time | | 2000/01/01 00:00 |
End Time | | 2000/01/01 02:00 |
Key Words | | CMIT Test |
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 | | -26.68 |
Dipole Tilt, in Y-Z GSE plane, deg | | 15.33 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 30 |
F10.7 | | 126.00000 |
Conductance Model | | TIEGCM |
Corotation | | real |
Run Number | | Peter_Schmitt_050412_1 |
Minimum Dst Value | | -50 |
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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