Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit296-04-20020529_092700_20020529_141100-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 09:27 |
End Time | | 2002/05/29 14:09 |
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 | | -23.82 |
Dipole Tilt, in Y-Z GSE plane, deg | | 1.74 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 189.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit296-04-20020529_092700_20020529_141100-constBx0 |
Minimum Dst Value | | -20 |
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 Cluster-4 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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