Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit390-08-20030108_210400_20030109_014900-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2003/01/08 |
Start Time | | 2003/01/08 21:04 |
End Time | | 2003/01/09 01:47 |
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 | | 24.35 |
Dipole Tilt, in Y-Z GSE plane, deg | | -18.89 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 168.00000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit390-08-20030108_210400_20030109_014900-constBx0 |
Minimum Dst Value | | -2 |
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 Wind for time period of this run.
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)
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