Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit386-04-20021229_133700_20021229_182200-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/12/29 |
Start Time | | 2002/12/29 13:37 |
End Time | | 2002/12/29 18:20 |
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 | | 13.73 |
Dipole Tilt, in Y-Z GSE plane, deg | | 1.01 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 111.00000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit386-04-20021229_133700_20021229_182200-constBx0 |
Minimum Dst Value | | -31 |
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-8 for time period of this run.
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |