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Nighttime above-the-MUF HF propagation on a midlatitude circuit

机译:在中纬度电路上夜间超过MUF的HF传播

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摘要

HF radio propagation was observed regularly during the night at frequencies above the classical Maximum Usable Frequency (MUF) on the circuit from Fort Collins, Colorado, to Boston, Massachusetts, during 2003 (McNamara et al., 2006). This propagation was attributed to above-the-MUF propagation, in the sense of normal refraction by over-dense regions in the F2 layer of the ionosphere, following Wheeler (1966). Similar propagation was also observed on a regular basis on the Ottawa to Boston circuit, at an operating frequency of 7.335 MHz. We have reanalyzed the nighttime Ottawa to Boston propagation in conjunction with observations of foF2 recorded by the digisonde at Millstone Hill (near Boston). Normal propagation (via refraction) would be supported on this circuit only when foF2 exceeds the equivalent vertical frequency, which is ∼5.7 MHz. The actual propagation extends through the midnight to dawn period even when foF2 drops below 4 MHz, with signal powers decreasing from about –80 dBW to – 110 dBW We deduce that there are three possible modes of propagation that are, in order of appearance: (1) normal refraction when foF2 exceeds 5.7 MHz; (2) “sporadic” reflection from large scale irregularities (tens of kilometers) with plasma frequencies that exceed 5.7 MHz in a lower density background; and (3) a 2-hop ground side scatter mode with hop lengths greater than the 7.335 MHz skip distance. The second mechanism is the one discussed by Wheeler (1966).
机译:在2003年期间,从科罗拉多州的柯林斯堡到马萨诸塞州的波士顿,定期在夜间以高于经典最大可用频率(MUF)的频率观察到HF无线电传播(McNamara等,2006)。在Wheeler(1966)之后,在电离层F2层的过密区域的正常折射意义上,这种传播归因于MUF之上的传播。在渥太华至波士顿电路上,在7.335 MHz的工作频率下,也定期观察到类似的传播。我们结合在密尔斯顿山(波士顿附近)的迪格尼迪德记录的foF2观测值,重新分析了夜间渥太华到波士顿的传播情况。仅当foF2超过等效垂直频率(约5.7 MHz)时,才能在该电路上支持正常传播(通过折射)。即使foF2下降到4 MHz以下,实际的传播也会持续从午夜到黎明,信号功率从大约–80 dBW降低到– 110 dBW。我们推断出存在三种可能的传播模式,按照出现的顺序:( 1)foF2超过5.7 MHz时的正常折射; (2)在密度较低的背景下,等离子体频率超过5.7 MHz的大规模不规则(数十公里)的“零星”反射; (3)2跳接地侧散射模式,其跳变长度大于7.335 MHz的跳变距离。第二种机制是Wheeler(1966)讨论的机制。

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