Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit397-07-20030125_080300_20030125_124800-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2003/01/25 |
Start Time | | 2003/01/25 08:03 |
End Time | | 2003/01/25 12:46 |
Key Words | | Facsko et al 2016: 1-year run of GUMICS |
Model | | GUMICS |
Model Version | | 4-HC |
Validation Level | | 1 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | 20.33 |
Dipole Tilt, in Y-Z GSE plane, deg | | -3.08 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 124.90000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit397-07-20030125_080300_20030125_124800-constBx0 |
Minimum Dst Value | | -41 |
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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