Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit390-02-20030107_162800_20030107_211300-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2003/01/07 |
Start Time | | 2003/01/07 16:28 |
End Time | | 2003/01/07 21:11 |
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 | | 14.14 |
Dipole Tilt, in Y-Z GSE plane, deg | | -13.33 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 157.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit390-02-20030107_162800_20030107_211300-constBx0 |
Minimum Dst Value | | -13 |
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-10 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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