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ESS 261 Lecture April 28, 2008 Marissa Vogt
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Overview “Probabilistic forecasting of geomagnetic indices using solar wind air mass analysis” by McPherron and Siscoe (2004, Space Weather) “The Solar Wind and Geomagnetic Activity as a Function of Time Relative to Corotating Interaction Regions” by McPherron and Weygand (2006, Recurrent Magnetic Storms: Corotating Solar Wind Streams)˜˜ “Probabilistic forecasting of geomagnetic indices using solar wind air mass analysis” by McPherron and Siscoe (2004, Space Weather) “The Solar Wind and Geomagnetic Activity as a Function of Time Relative to Corotating Interaction Regions” by McPherron and Weygand (2006, Recurrent Magnetic Storms: Corotating Solar Wind Streams)˜˜
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McPherron and Siscoe - Overview The authors compare space weather forecasting to air mass climatology (predicting weather based on atmospheric weather fronts) IMF Bz (and also vBz) is hard to predict because it is predominantly the product of in- transit turbulence. However, it is the main controller of geomagnetic disturbance. They apply the air mass concept to fast/slow streams and corotating compression ridges (CCRs). They conclude that the position relative to the stream interface can be used to predict the probability of ap values. The authors compare space weather forecasting to air mass climatology (predicting weather based on atmospheric weather fronts) IMF Bz (and also vBz) is hard to predict because it is predominantly the product of in- transit turbulence. However, it is the main controller of geomagnetic disturbance. They apply the air mass concept to fast/slow streams and corotating compression ridges (CCRs). They conclude that the position relative to the stream interface can be used to predict the probability of ap values.
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Problem: outside of ICMEs, which maintain their N-S magnetic structure, there are typically > 700 N-S alternations of the IMF at any one time. As a result, forecasters must make probabilistic rather than deterministic predictions. Goal: use archival data to derive statistics of Vsw, Bz, and -VBz tied to solar wind conditions that are midrange (~3 days) predictable. Problem: outside of ICMEs, which maintain their N-S magnetic structure, there are typically > 700 N-S alternations of the IMF at any one time. As a result, forecasters must make probabilistic rather than deterministic predictions. Goal: use archival data to derive statistics of Vsw, Bz, and -VBz tied to solar wind conditions that are midrange (~3 days) predictable.
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Air Mass Concept Are there bounded volume of solar wind with uniform statistical geoeffective properties that would correspond to a solar wind analog of an air mass? If so, is there more than one such type of volume, each having distinct statistical propserties such that the concept of identifiable air mass types would make sense? If so, can the presence of these air mass types at 1 AU be predicted from solar measurements? Are there bounded volume of solar wind with uniform statistical geoeffective properties that would correspond to a solar wind analog of an air mass? If so, is there more than one such type of volume, each having distinct statistical propserties such that the concept of identifiable air mass types would make sense? If so, can the presence of these air mass types at 1 AU be predicted from solar measurements?
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The study used data from 1995, when there were long, well-developed fast and slow streams and relatively few ICMEs. To differentiate between fast and slow streams they located the stream interface within the CCR (corotating compression region, between fast and slow streams). The interface in the CCR is better- defined than the interface in the CRS. The Wang-Sheely-Arge model can be used to predict the arrival time of the stream interface using solar data. Stream interfaces were defined by the bipolar east-west deflection of the solar wind flow arising when the fast stream pushes against the preceding slow stream. The study used data from 1995, when there were long, well-developed fast and slow streams and relatively few ICMEs. To differentiate between fast and slow streams they located the stream interface within the CCR (corotating compression region, between fast and slow streams). The interface in the CCR is better- defined than the interface in the CRS. The Wang-Sheely-Arge model can be used to predict the arrival time of the stream interface using solar data. Stream interfaces were defined by the bipolar east-west deflection of the solar wind flow arising when the fast stream pushes against the preceding slow stream.
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26 deflections were identified in 1995 data. All bipolar deflections in 1995 were well-defined. The sizes of the streams as gauged by the change in flow speed varied. 26 deflections were identified in 1995 data. All bipolar deflections in 1995 were well-defined. The sizes of the streams as gauged by the change in flow speed varied.
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Next, the goal is to quantify the statistics of the geoeffective solar wind element (-vBz). Positive Ey corresponds to geomagnetically disturbed intervals. Next, the goal is to quantify the statistics of the geoeffective solar wind element (-vBz). Positive Ey corresponds to geomagnetically disturbed intervals.
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Plots similar to this and the previous one show similar tendencies except fast stream curves are not as well-separated from the CCR curves.
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McPherron and Weygand - Overview This work is similar to McPherron and Siscoe in that they examine cumulative distribution functions (CDFs) of parameters (density, speed, IMF, etc.) relative to a stream interface. In this study they examine data from 1995 and 2004, both in the declining phase of the solar cycle. They conclude that for space weather forecasting it is necessary to develop separate climatologies for even and odd solar cycles. This work is similar to McPherron and Siscoe in that they examine cumulative distribution functions (CDFs) of parameters (density, speed, IMF, etc.) relative to a stream interface. In this study they examine data from 1995 and 2004, both in the declining phase of the solar cycle. They conclude that for space weather forecasting it is necessary to develop separate climatologies for even and odd solar cycles.
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They examine data from 1995 (declining phase of solar cycle 22) and 2004 (almost declining phase of cycle 23). They find that all solar wind variables exhibit highly systematic behavior relative to the interface time, but there is a quantitative difference between the two solar cycles. They contribute the differences to three factors: The Russell-McPherron effect The Rosenberg-Coleman effect (also important at equinoxes, says that the dominant polarity of the IMF is the same as the corresponding pole on the Sun) The Hale cycle (22-year cycle in geomagnetic activity) They examine data from 1995 (declining phase of solar cycle 22) and 2004 (almost declining phase of cycle 23). They find that all solar wind variables exhibit highly systematic behavior relative to the interface time, but there is a quantitative difference between the two solar cycles. They contribute the differences to three factors: The Russell-McPherron effect The Rosenberg-Coleman effect (also important at equinoxes, says that the dominant polarity of the IMF is the same as the corresponding pole on the Sun) The Hale cycle (22-year cycle in geomagnetic activity)
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Stream interfaces were defined by: The solar wind velocity changed rapidly from below to above 500 km/s Velocity decreased slowly after it peak over a number of days A density peak followed by a peak in |B| was associated with the velocity increase The azimuthal flow changed from positive to negative (the zero crossing was selected as the time of the stream interface) 26 interfaces were found for 1995; 42 for 2004 Stream interfaces were defined by: The solar wind velocity changed rapidly from below to above 500 km/s Velocity decreased slowly after it peak over a number of days A density peak followed by a peak in |B| was associated with the velocity increase The azimuthal flow changed from positive to negative (the zero crossing was selected as the time of the stream interface) 26 interfaces were found for 1995; 42 for 2004
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Qualitatively the behavior in 1995 is the same as in 2004, but quantitatively the peak values are 25-50% lower in 2004 than in 1995.
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Ey has a negative bias in the median value in 1995 but not in 2004. This is due to the Russell-McPherron effect. Bz fluctuations were weaker in 2004 than in 1995. Ey has a negative bias in the median value in 1995 but not in 2004. This is due to the Russell-McPherron effect. Bz fluctuations were weaker in 2004 than in 1995.
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A serious obstacle to the success of the prediction schemes is the change in probability distribution functions between cycles. One possible explanation is that 2004 (~1-2 years before minimum) was in a different phase in the solar cycle than 1995 (~6 months before minimum). However, data from 1994 (a year similar to 2004 in solar cycle phase) show similar results to the 1995 data. Therefore, it is likely that the results are explained by true differences in the Sun and solar wind between cycles and not by slight differences in phase. A serious obstacle to the success of the prediction schemes is the change in probability distribution functions between cycles. One possible explanation is that 2004 (~1-2 years before minimum) was in a different phase in the solar cycle than 1995 (~6 months before minimum). However, data from 1994 (a year similar to 2004 in solar cycle phase) show similar results to the 1995 data. Therefore, it is likely that the results are explained by true differences in the Sun and solar wind between cycles and not by slight differences in phase.
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