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-10 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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