The Pacific–North American teleconnection pattern (PNA) is a large-scale weather pattern with two modes, denoted positive and negative, and which relates the atmospheric circulation pattern over the North Pacific Ocean with the one over the North American continent. It is the second leading mode of natural climate variability in the higher latitudes of the Northern Hemisphere (behind the Arctic Oscillation or North Atlantic Oscillation) and can be diagnosed using the arrangement of anomalous geopotential heights or air pressures over the North Pacific and North America. On average, the troposphere over North America features a ridge on the western part of the continent and a trough over the eastern part of the continent. The positive phase of the PNA teleconnection is identified by anomalously low geopotential heights south of the Aleutian Islands and over Southeastern U.S. straddling high geopotential heights over the North Pacific from Hawaii to the U.S. Intermountain West. This represents an amplification of the long-term average conditions. The negative phase features the opposite pattern over the same regions, with above-average geopotential heights straddling below-average heights. This represents a damping of the long-term average conditions.
Indices The PNA is typically quantified using an index using geopotential height anomalies at the 500-hPa pressure level, with positive and negative PNA phases based on the sign of the index. Wallace and Gutzler (1981) expressed the PNA index as the average of normalized height anomalies at the four centers of action most relevant to the PNA,
PNA 4 = 1 4 ( z ∗ ( 20 ∘ N , 160 ∘ W ) − z ∗ ( 45 ∘ N , 165 ∘ W ) + z ∗ ( 55 ∘ N , 115 ∘ W ) − z ∗ ( 30 ∘ N , 85 ∘ W ) ) {\displaystyle {\text{PNA}}_{4}={\frac {1}{4}}(z^{*}(20^{\circ }{\text{N}},160^{\circ }{\text{W}})-z^{*}(45^{\circ }{\text{N}},165^{\circ }{\text{W}})+z^{*}(55^{\circ }{\text{N}},115^{\circ }{\text{W}})-z^{*}(30^{\circ }{\text{N}},85^{\circ }{\text{W}}))}
where z ∗ {\displaystyle z^{*}} describes the normalized 500-hPa height anomaly as a function of location. The subtropical center at (20°N, 160°W) can be excluded, though the difference between the resulting PNA 3 {\displaystyle {\text{PNA}}_{3}} index and the PNA 4 {\displaystyle {\text{PNA}}_{4}} index is small. Applying rotated principal component analysis to the 500-hPa geopotential height anomaly field in the Northern Hemisphere can also provide a quantification of the PNA ( PNA RPCA {\displaystyle {\text{PNA}}_{\text{RPCA}}} ), with the canonical PNA pattern emerging as the second-leading principal component. This methodology is used by the U.S. Climate Prediction Center to compute its PNA index.
Dynamics
… excerpt ends here. Continue reading the full article.



