Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit294-06-20020525_005100_20020525_053500-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 00:51 |
End Time | | 2002/05/25 05:33 |
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 | | orbit294-06-20020525_005100_20020525_053500-constBx0 |
Minimum Dst Value | | -45 |
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 Cluster-4 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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