Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit322-09-20020731_064600_20020731_113100-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/07/31 |
Start Time | | 2002/07/31 06:46 |
End Time | | 2002/07/31 11:29 |
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 | | -15.10 |
Dipole Tilt, in Y-Z GSE plane, deg | | 24.66 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 214.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit322-09-20020731_064600_20020731_113100-constBx0 |
Minimum Dst Value | | -4 |
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 IMP-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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