Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Patrick_Daum_020606_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | February 14 2001 |
Start Time | | 2001/02/14 7:00 |
End Time | | 2001/02/14 12:00 |
Key Words | | Magnetopause Crossing |
Model | | OpenGGCM |
Model Version | | 2.1-1 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | -23.00 |
Dipole Tilt, in Y-Z GSE plane, deg | | 13.70 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 24 |
F10.7 | | 150.00000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Patrick_Daum_020606_1 |
Minimum Dst Value | | -40 |
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 Wind for time period of this run.
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |