Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit276-11-20020413_052000_20020413_100400-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/04/13 |
Start Time | | 2002/04/13 05:20 |
End Time | | 2002/04/13 10:02 |
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 | | -1.91 |
Dipole Tilt, in Y-Z GSE plane, deg | | -14.20 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 227.30000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit276-11-20020413_052000_20020413_100400-constBx0 |
Minimum Dst Value | | -26 |
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-9 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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