Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit259-04-20020302_093500_20020302_142000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/03/02 |
Start Time | | 2002/03/02 09:35 |
End Time | | 2002/03/02 14:18 |
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 | | 4.88 |
Dipole Tilt, in Y-Z GSE plane, deg | | -12.23 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 187.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit259-04-20020302_093500_20020302_142000-constBx0 |
Minimum Dst Value | | -18 |
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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