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-1 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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