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 IMP-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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