Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit319-10-20020724_080900_20020724_125400-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/07/24 |
Start Time | | 2002/07/24 08:09 |
End Time | | 2002/07/24 12:52 |
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 | | -19.99 |
Dipole Tilt, in Y-Z GSE plane, deg | | 23.58 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 215.00000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit319-10-20020724_080900_20020724_125400-constBx0 |
Minimum Dst Value | | -12 |
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.
Satellite data B plot for Polar for time period of this run.
![](data: 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)
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