Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit276-10-20020413_003500_20020413_051900-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 00:35 |
End Time | | 2002/04/13 05:17 |
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 | | -0.42 |
Dipole Tilt, in Y-Z GSE plane, deg | | -27.62 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 227.30000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit276-10-20020413_003500_20020413_051900-constBx0 |
Minimum Dst Value | | -17 |
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 Cluster-3 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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