Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit317-06-20020718_185400_20020718_233900-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 18:54 |
End Time | | 2002/07/18 23:37 |
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 | | -24.73 |
Dipole Tilt, in Y-Z GSE plane, deg | | 0.33 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 186.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit317-06-20020718_185400_20020718_233900-constBx0 |
Minimum Dst Value | | -13 |
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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