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.
Model values plot for GOES-11 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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