Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit275-11-20020410_202100_20020411_010600-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/04/10 |
Start Time | | 2002/04/10 20:21 |
End Time | | 2002/04/11 01:04 |
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 | | -9.85 |
Dipole Tilt, in Y-Z GSE plane, deg | | -32.52 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 195.10000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit275-11-20020410_202100_20020411_010600-constBx0 |
Minimum Dst Value | | 15 |
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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