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 Cluster-1 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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