Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit276-12-20020413_100500_20020413_144900-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 10:05 |
End Time | | 2002/04/13 14:47 |
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 | | -13.26 |
Dipole Tilt, in Y-Z GSE plane, deg | | -11.91 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 227.30000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit276-12-20020413_100500_20020413_144900-constBx0 |
Minimum Dst Value | | -32 |
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-10 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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