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