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 GOES-9 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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