Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit256-03-20020223_013000_20020223_061500-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/02/23 |
Start Time | | 2002/02/23 01:30 |
End Time | | 2002/02/23 06:13 |
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 | | 21.18 |
Dipole Tilt, in Y-Z GSE plane, deg | | -26.18 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 184.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit256-03-20020223_013000_20020223_061500-constBx0 |
Minimum Dst Value | | -10 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
|
View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for GOES-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |