Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit317-04-20020718_092200_20020718_140700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/07/18 |
Start Time | | 2002/07/18 09:22 |
End Time | | 2002/07/18 14:05 |
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 | | -24.38 |
Dipole Tilt, in Y-Z GSE plane, deg | | 21.63 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 186.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit317-04-20020718_092200_20020718_140700-constBx0 |
Minimum Dst Value | | -17 |
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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