Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit391-04-20030110_110800_20030110_155300-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2003/01/10 |
Start Time | | 2003/01/10 11:08 |
End Time | | 2003/01/10 15:51 |
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 | | 15.68 |
Dipole Tilt, in Y-Z GSE plane, deg | | 0.29 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 178.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit391-04-20030110_110800_20030110_155300-constBx0 |
Minimum Dst Value | | -9 |
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 Polar for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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