Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit297-12-20020602_084200_20020602_132100-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 | | 2002/06/02 |
Start Time | | 2002/06/02 08:42 |
End Time | | 2002/06/02 13:19 |
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 | | -22.59 |
Dipole Tilt, in Y-Z GSE plane, deg | | 3.47 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 180.00000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit297-12-20020602_084200_20020602_132100-constBx0 |
Minimum Dst Value | | -16 |
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-11 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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