Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit296-06-20020529_185700_20020529_234100-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 | | 2002/05/29 |
Start Time | | 2002/05/29 18:57 |
End Time | | 2002/05/29 23:39 |
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 | | -26.38 |
Dipole Tilt, in Y-Z GSE plane, deg | | -19.79 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 189.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit296-06-20020529_185700_20020529_234100-constBx0 |
Minimum Dst Value | | -18 |
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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