Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit293-10-20020523_104700_20020523_153100-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 | | 2002/05/23 |
Start Time | | 2002/05/23 10:47 |
End Time | | 2002/05/23 15:29 |
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 | | -26.00 |
Dipole Tilt, in Y-Z GSE plane, deg | | -1.78 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 184.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit293-10-20020523_104700_20020523_153100-constBx0 |
Minimum Dst Value | | -63 |
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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