Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit296-07-20020529_234200_20020530_042600-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 23:42 |
End Time | | 2002/05/30 04:24 |
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 | | -14.76 |
Dipole Tilt, in Y-Z GSE plane, deg | | -16.50 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 189.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit296-07-20020529_234200_20020530_042600-constBx0 |
Minimum Dst Value | | -12 |
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 Polar for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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