Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit319-06-20020723_130500_20020723_175000-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 13:05 |
End Time | | 2002/07/23 17:48 |
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 | | -30.20 |
Dipole Tilt, in Y-Z GSE plane, deg | | 18.25 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 204.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit319-06-20020723_130500_20020723_175000-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 GOES-12 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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