Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit295-01-20020526_101000_20020526_145400-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 | | 2002/05/26 |
Start Time | | 2002/05/26 10:10 |
End Time | | 2002/05/26 14:52 |
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 | | -25.21 |
Dipole Tilt, in Y-Z GSE plane, deg | | 0.02 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 188.00000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit295-01-20020526_101000_20020526_145400-constBx0 |
Minimum Dst Value | | -24 |
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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