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-4 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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