Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit319-07-20020723_175100_20020723_223600-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/07/23 |
Start Time | | 2002/07/23 17:51 |
End Time | | 2002/07/23 22:34 |
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 | | -26.16 |
Dipole Tilt, in Y-Z GSE plane, deg | | 3.45 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 204.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit319-07-20020723_175100_20020723_223600-constBx0 |
Minimum Dst Value | | -8 |
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-4 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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