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-12 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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