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