Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit294-07-20020525_053600_20020525_102000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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Cluster-1 | | | | - | Cluster-2 | | | | - | Cluster-3 | | | | - | Cluster-4 | | | | - | GOES-8 | | | | B plot | GOES-9 | | | | - | GOES-10 | | | | B plot | GOES-11 | | | | - | GOES-12 | | | | - | Geotail | | | | B plot | IMP-8 | | | | - | Polar | | | | - | Wind | | | | B plot |
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View standard CCMC run page. | ?? |
Event Date | | 2002/05/25 |
Start Time | | 2002/05/25 05:36 |
End Time | | 2002/05/25 10:18 |
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 | | -12.41 |
Dipole Tilt, in Y-Z GSE plane, deg | | -16.27 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 187.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit294-07-20020525_053600_20020525_102000-constBx0 |
Minimum Dst Value | | -40 |
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 Geotail for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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