Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit294-09-20020525_150600_20020525_195000-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 15:06 |
End Time | | 2002/05/25 19:48 |
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 | | -31.40 |
Dipole Tilt, in Y-Z GSE plane, deg | | -15.27 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 187.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit294-09-20020525_150600_20020525_195000-constBx0 |
Minimum Dst Value | | -39 |
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 IMP-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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