Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit399-03-20030129_070900_20030129_115400-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2003/01/29 |
Start Time | | 2003/01/29 07:09 |
End Time | | 2003/01/29 11:52 |
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 | | 21.56 |
Dipole Tilt, in Y-Z GSE plane, deg | | -4.94 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 120.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit399-03-20030129_070900_20030129_115400-constBx0 |
Minimum Dst Value | | -4 |
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.
Model values plot for GOES-9 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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