Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit375-02-20021203_000300_20021203_044700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/12/03 |
Start Time | | 2002/12/03 00:03 |
End Time | | 2002/12/03 04:45 |
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 | | 29.96 |
Dipole Tilt, in Y-Z GSE plane, deg | | 0.72 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 141.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit375-02-20021203_000300_20021203_044700-constBx0 |
Minimum Dst Value | | -28 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
|
View interactive javascript plot of satellite positions during this run in a new window.
Data/Model comparison 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. |