Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit318-12-20020722_083500_20020722_131500-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 08:35 |
End Time | | 2002/07/22 13:13 |
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 | | -21.58 |
Dipole Tilt, in Y-Z GSE plane, deg | | 23.07 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 195.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit318-12-20020722_083500_20020722_131500-constBx0 |
Minimum Dst Value | | -38 |
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-9 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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