Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit256-07-20020223_203400_20020224_011900-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 20:34 |
End Time | | 2002/02/24 01:17 |
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 | | 11.07 |
Dipole Tilt, in Y-Z GSE plane, deg | | -31.99 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 184.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit256-07-20020223_203400_20020224_011900-constBx0 |
Minimum Dst Value | | -1 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
|
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.
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |