Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit319-02-20020722_180100_20020722_224600-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 18:01 |
End Time | | 2002/07/22 22:44 |
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 | | -25.97 |
Dipole Tilt, in Y-Z GSE plane, deg | | 2.82 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 195.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit319-02-20020722_180100_20020722_224600-constBx0 |
Minimum Dst Value | | -28 |
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 Geotail for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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