Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit319-01-20020722_131500_20020722_180000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/07/22 |
Start Time | | 2002/07/22 13:15 |
End Time | | 2002/07/22 17:58 |
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 | | -30.45 |
Dipole Tilt, in Y-Z GSE plane, deg | | 17.70 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 195.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit319-01-20020722_131500_20020722_180000-constBx0 |
Minimum Dst Value | | -27 |
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-10 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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