Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Yue_Zhou_072421_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | April 29, 2008 |
Start Time | | 2008/04/29 10:50 |
End Time | | 2008/04/29 11:50 |
Key Words | | bxbybz |
Model | | LFM |
Model Version | | LTR-2_1_5 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | SM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 14.75 |
Dipole Tilt, in Y-Z GSE plane, deg | | 8.09 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 30 |
F10.7 | | 69.60000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Yue_Zhou_072421_1 |
Minimum Dst Value | | -18 |
SW Source | | WIND |
Diagnostic Indices | | NO |
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View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for GOES-9 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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