Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Jennifer_Meehan_061410_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | February 17 2000 |
Start Time | | 2000/02/17 00:00 |
End Time | | 2000/02/17 22:00 |
Key Words | | Hampton REU 021700 data2 |
Model | | OpenGGCM |
Model Version | | 3.1 |
Validation Level | | 0 |
Coordinate System for Input | | GSE |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | -17.40 |
Dipole Tilt, in Y-Z GSE plane, deg | | 31.20 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 24 |
F10.7 | | 164.00000 |
Conductance Model | | Sig-CTIM |
Corotation | | no |
Run Number | | Jennifer_Meehan_061410_1 |
Minimum Dst Value | | -30 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
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View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for Geotail for time period of this run.
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)
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