Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit387-11-20030102_075400_20030102_123800-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2003/01/02 |
Start Time | | 2003/01/02 07:54 |
End Time | | 2003/01/02 12:36 |
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 | | 6.21 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 114.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit387-11-20030102_075400_20030102_123800-constBx0 |
Minimum Dst Value | | -14 |
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 Geotail for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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