Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit297-10-20020601_231000_20020602_035500-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 | | 2002/06/01 |
Start Time | | 2002/06/01 23:10 |
End Time | | 2002/06/02 03:53 |
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 | | -16.24 |
Dipole Tilt, in Y-Z GSE plane, deg | | -16.40 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 183.90000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit297-10-20020601_231000_20020602_035500-constBx0 |
Minimum Dst Value | | -11 |
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.
Satellite data B plot for GOES-10 for time period of this run.
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)
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