Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit279-03-20020418_183100_20020418_231500-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/04/18 |
Start Time | | 2002/04/18 18:31 |
End Time | | 2002/04/18 23:13 |
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 | | -17.99 |
Dipole Tilt, in Y-Z GSE plane, deg | | -30.35 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 189.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit279-03-20020418_183100_20020418_231500-constBx0 |
Minimum Dst Value | | -116 |
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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