Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit259-04-20020302_093500_20020302_142000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/03/02 |
Start Time | | 2002/03/02 09:35 |
End Time | | 2002/03/02 14:18 |
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 | | 4.88 |
Dipole Tilt, in Y-Z GSE plane, deg | | -12.23 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 187.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit259-04-20020302_093500_20020302_142000-constBx0 |
Minimum Dst Value | | -18 |
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-1 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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