Aviation Safety Paper on Operations Under Meteorological Hazard with Early Detection
Predicting Low-Level Wind Shear Using 200-m-Resolution NWP at the Hong Kong International Airport
KAI-KWONG HON
Hong Kong Observatory, Hong Kong, China
(Manuscript received 1 August 2019, in final form 6 December 2019)
ABSTRACT
‘‘Low-level wind shear’’ is a known aviation safety hazard and refers to a sustained change in head wind
encountered by an aircraft during takeoff or landing. Because of their small spatiotemporal scales and high
variability, automatic alerting of wind shears at airports around the world is almost exclusively detection
based (using remote sensing equipment). Numerical modeling studies so far mainly cover individual cases and
lack systematic validation. This paper presents the first statistical evaluation of numerical weather prediction
(NWP) model performance in predicting low-level wind shear at a major international airport over a 2-yr
continuous period. The 200-m-resolution Aviation Model (AVM) of the Hong Kong Observatory is used to
generate runway-specific wind shear forecasts at 1-min output intervals for the Hong Kong International
Airport (HKIA), known for its susceptibility to wind shear occurrence. The AVM forecasts are then validated
against over 800 actual reports of wind shear by aircraft pilots over the two major arrival runway corridors,
07LA and 25RA, at HKIA between 2014 and 2015 using a verification scheme with the same level of
spatiotemporal stringency as operational alerting systems at HKIA. With ‘‘relative operating characteristic’’
analysis, positive skill is consistently observed across both runway corridors throughout the study period and
across all considered forecast lead times out to 6 h ahead. This study serves to establish and document the
current capability of fine-resolution NWP in predicting the phenomenon of low-level wind shear for aviation
weather applications.
1. Introduction
Low-level wind shear, defined as a sustained head
wind (i.e., winds blowing in the opposite direction to
aircraft motion) change of 15 kt (;7.7 m s21) or more at an altitude of 1600 ft (;488 m) or below, is a known aviation safety hazard (ICAO 2005, 2007). In aviation
meteorology, there are in fact a number of phenomena
related to spatial and/or temporal variations in the
three-dimensional wind fields that are of safety interest
or concern. For example, an aircraft during the level
phase of flight at cruising levels (normally ranging from
30 000 to 40 000 ft above sea level; 1000 ft ’ 0.3 km) may be susceptible to clear-air turbulence (CAT), which is
linked to shear and deformation under suitable stability
conditions (Ellrod and Knapp 1992; Ellrod and Knox
2010). Within the boundary layer (typically the lowest
1 or 2 km of the troposphere) there is also emphasis on
the vertical shear of the horizontal winds (ICAO 2005).
In this paper, we focus on the variation, or shear, of the
horizontal wind component along the aircraft trajectory,
specifically during the takeoff and landing phases of
flight (termed ‘‘low-level wind shear’’ or ‘‘wind shear’’ in
subsequent paragraphs; Hong Kong Observatory 2010).
Such wind shear is important from a safety point of view
because it is the head wind that provides aerodynamical
lift for an aircraft in motion. Rapid or large changes in
head wind can bring about significant changes in lift and
hence altitude of the aircraft. During the takeoff and
landing phases of flight, the aircraft normally have rel-
atively low airspeeds (e.g., when compared with the
speed at cruising levels) but are in close proximity to the
ground. This means that there is little room for correc-
tive measures that are based on the speed–altitude
tradeoff (Proctor et al. 2000) that is effective at higher
altitudes.
Wind shear may be caused by a variety of mesoscale
or microscale meteorological phenomena with differ-
ent physical mechanisms and flow regimes, including
Denotes content that is immediately available upon publication
as open access.
Corresponding author: Kai-Kwong Hon, [email protected]
VOLUME 59 J O U R N A L O F A P P L I E D M E T E O R O L O G Y A N D C L I M A T O L O G Y FEBRUARY 2020
DOI: 10.1175/JAMC-D-19-0186.1
� 2020 American Meteorological Society. For information regarding reuse of this content and general copyright information, consult the AMS Copyright Policy (www.ametsoc.org/PUBSReuseLicenses).
193
thunderstorm downburst (or, in its most severe form,
known as microburst to the aviation community), which
possesses characteristics of a density current (Hall et al.
1976; Fujita 1978), terrain-disrupted airflow with or with-
out a temperature inversion (Chan and Hon 2016a,b),
frontal passage, tropical cyclones, land/sea-breeze cir-
culation, and so on (Lau 2000; Chan et al. 2010), all of
which are capable of inducing significant gradients in
the horizontal wind components. These wind shear–
inducing meteorological phenomena may occur with or
without precipitation.
The availability of dedicated, high-resolution remote
sensing instruments such as the Terminal Doppler
Weather Radar (TDWR, which works effectively in
rain) (Wilson and Wakimoto 2001) and the Doppler
light detection and ranging (lidar, which works effectively
in clear-air conditions) (Shun and Chan 2008) have greatly
benefitted the understanding and hence detection of low-
level wind shear at airports around the world. There are
various successful, operational examples of automatic low-
level wind shear alerting systems based on remote sensing
and/or in situ measurement equipment (Shun 2004;
Matayoshi et al. 2016; Robinson et al. 2017). So far, these
methods are detection or observation based (i.e., issuing
an alert when the phenomenon is observed) and do not
involve predicting future occurrences of the phenomena
through objective application of known physical laws.
There have also been literature attempts at prediction
or simulation of wind shear conditions using different
forms of numerical modeling techniques, including
computer fluid dynamics (Li et al. 2013), large-eddy
simulations (LES) (Cheung et al. 2011), numerical
weather prediction (NWP) (Clark et al. 1997; Chan and
Hon 2016a), and shallow-water models (Carruthers
et al. 2014). These studies were generally performed
on a case-study basis and covered single or isolated ep-
isodes of reported wind shear events. There is a lack of
long-term, systematic evaluation of the predictive ca-
pability of numerical models in capturing low-level wind
shear occurrences.
In this paper, we investigate the performance of the
Aviation Model (AVM), which is the subkilometer-
resolution NWP suite operated by the Hong Kong
Observatory (HKO), in short-term forecasts of low-
level wind shear at the Hong Kong International Airport
(HKIA) over a 2-yr period. The HKIA is constructed on
an artificial island surrounded by open waters on three
sides but in close proximity to the mountainous Lantau
Island (with an elevation up to over 900 m above sea
level) to its south. The complex orography and intri-
cate land–sea contrast are favorable ingredients for the
occurrence of low-level wind shear at HKIA, which is
well documented by many observational and modeling
studies (Shun and Lau 2000; Szeto and Chan 2006; Tang
et al. 2011a,b). This study presents the first long-term
verification results in low-level wind shear prediction
using an operational NWP model. The spatial resolution
of the model in continuous operational use (200 m) and
the coverage of the study period (2 yr) make this study a
unique contribution to the literature.
This paper is organized as follows. Section 2 gives the
technical description of the AVM. Section 3 describes
the method for generating wind shear forecasts from
the AVM and the verification method including obser-
vational data. Selected cases of wind shear features
as successfully predicted by the AVM are presented in
section 4. Section 5 presents and discusses long-term
verification results of the AVM wind shear forecasts.
Conclusions are given in section 6.
2. Model description
AVM (Chan and Hon 2016b; Hon 2018) is a
subkilometer-resolution implementation of the Weather
Research and Forecasting (WRF) (Skamarock and
Klemp 2008) Model by the HKO for finescale short-
term weather prediction at HKIA. During the course of
this study (spanning 2014–15), version 3.4.1 of the WRF
Model was in use. The AVM comprised two singly
nested domains (Fig. 1): AVM-PRD (‘‘PRD’’ refers
to the Pearl River Delta to the west of Hong Kong) at
600-m horizontal resolution and AVM-HKA (‘‘HKA’’
refers to HKIA) at 200-m horizontal resolution. The
AVM-PRD domain is about 350 km 3 350 km in di- mension (with 581 3 581 horizontal grid points) and covers the whole territory of Hong Kong, China, and its
immediate vicinity. The AVM-HKA domain is about
50 km 3 50 km in dimension (with 253 3 253 horizontal grid points) and is centered around HKIA. As a com-
promise between vertical resolution and constraints in
computational resources, 42 eta levels were used, of
which at least 10 were below 1000 m at the time of model
initialization. It is acknowledged that such a vertical
resolution would be far from ideal—experiments on
subkilometric NWP in other parts of the world (some
including aviation applications but not specific to the
problem of low-level wind shear) have been reported to
utilize between 70 vertical layers [e.g., the ‘‘London
Model’’ at 333-m resolution in Boutle et al. (2016)] to
over 100 vertical layers [e.g., the ‘‘AROME Airport’’ at
500-m resolution in Hagelin et al. (2014); the Icosahedral
Nonhydrostatic Atmosphere (ICON) model at 156-m
resolution in Heinze et al. (2017)]. However, note that
some of the above examples are run on a one-off basis
(i.e., without the operational demand to meet a real-
time forecast schedule), whereas for one of the real-time
194 J O U R N A L O F A P P L I E D M E T E O R O L O G Y A N D C L I M A T O L O G Y VOLUME 59
FIG. 1. The forecast domains of the 600-m-resolution AVM-PRD and 200-m-resolution
AVM-HKA. (top) The two domains, with background satellite imagery of the visible channel
of the Himawari-8, provided through the courtesy of the Japan Meteorological Agency.
FEBRUARY 2020 H O N 195
examples the authors through testing found little dif-
ference in further refinement of vertical resolution. The
latter is similar to the experience at HKO during the
early testing stages of AVM and also studies in other
parts of the world (Zhang et al. 2013). As will be seen
from the sample cases in section 4 below, the existing
configuration of AVM, although not ideal, is generally
considered to be usable and acceptable for various
weather conditions typically experienced at HKIA, as
based on day-to-day inspection by experienced avia-
tion weather forecasters.
The AVM is run every hour to provide 6–9-h short-
term forecasts for HKIA. Initial and boundary con-
ditions of AVM-PRD are provided by the latest
available forecast (usually initialized 1–2 h earlier) of
the ‘‘RAPIDS-NHM’’ (Wong 2010; NHM indicates a
nonhydrostatic model), which is HKO’s operational meso-
scale model at 2-km resolution. Initial and boundary
conditions of AVM-HKA are in turn provided by the
concurrent AVM-PRD forecast through 1-way nesting.
For both AVM-PRD and AVM-HKA, 3D variational
data assimilation based on the WRF Data Assimilation
System (WRFDA) is used to ingest conventional surface
and upper-air observations as well as the dense network
of surface observations over the inland Guangdong
Province. The normal data cutoff time is 15 min past
every hour (e.g., for the 0000 UTC model run, we wait
until 0015 UTC to collect all available observations valid
at 0000 UTC before performing data assimilation). To
adhere to the hourly schedule, each model run (includ-
ing preprocessing, data assimilation, model integration,
and postprocessing routines) is completed within 60 min
and is normally available to the aviation weather fore-
casters at HKIA around 15 min past the subsequent
hour (e.g., output from the 0000 UTC model run is
viewable/usable around 0115 UTC).
Model settings of the AVM follow that of Chan
and Hon (2016b). Key configurations include the WRF
double-moment six-class microphysics (WDM6) scheme
(Lim and Hong 2010), RRTMG schemes for short- and
longwave radiation (Iacono et al. 2008), and the Noah
land surface model (Niu et al. 2011). Given the high
horizontal resolution, no cumulus parameterization is
used. AVM-PRD uses the MYJ boundary layer pa-
rameterization (Mellor and Yamada 1982; Janjić 2001)
whereas AVM-HKA is run without a boundary layer
scheme (i.e., using the ‘‘LES’’ mode). In place of the
boundary layer scheme, vertical diffusion is handled by
the Smagorinsky approach with the diffusivity diag-
nosed from the deformation term. The default value of
the constant Smagorinsky coefficient in the WRF Model
(i.e., Cs 5 0.18) is used. It is understood that there are inherent limitations in this formulation, particularly
when near a ‘‘wall’’ (e.g., Talbot et al. 2012), which in the
case of AVM-HKA means being adjacent to the pres-
ence of model terrain. Both domains utilize the U.S.
Geological Survey 3-s topography and MODIS land-use
data, with local adaptations to cater to urbanization and
changes in coastline. To provide additional savings in
computational time during model integration, adaptive
time stepping was used for both domains of the AVM.
For the 200-m-resolution AVM-HKA, under the pre-
scribed Courant number limit of 1.05, an integration
time step between 3 and 5 s can be achieved under most
weather conditions, but a smaller step (occasionally
down to 1–2 s) is needed during organized convection or
on particularly windy days.
3. Method and observation data
In this paper, we use forecast output from the 200-m-
resolution AVM-HKA domain. The capability of the
AVM-HKA in capturing the spatiotemporal behavior
of finescale wind features around HKIA has been re-
ported in a number of papers (Chan and Hon 2016a,b).
Following Hon and Chan (2017), forecast head wind
profiles are generated at 1-min output frequency to
emulate the specialized lidar scans in use for operational
wind shear detection at HKIA (Shun and Chan 2008).
These head wind profiles are computed by extracting the
horizontal wind vector on the closest grid points along
the three-dimensional aircraft glide path during takeoff
and landing at HKIA, then decomposing along the
runway direction (heading angle of 708 or 2508) to obtain the head wind component. The glide paths are assumed
to extend along the runway direction at an elevation
angle of 38 for landing or 68 for takeoff flights. To ap- proximate the geometry of the aircraft glide path, wind
vectors extracted from the nearest model levels are in-
terpolated vertically (but not horizontally, to preserve
spatial variability) assuming logarithmic linearity in
height. The resultant forecast head wind profile is a spa-
tial series of the head wind component of the horizontal
wind vectors interpolated onto the three-dimensional,
slanted aircraft glide path for each runway corridor at
HKIA. This is a prediction of the head wind as would be
experienced by an aircraft landing or taking off along
that particular flight path. Conventionally, positive head
wind is taken as winds blowing against the direction of
flight. Negative head wind (or tailwind) is taken as winds
blowing along the direction of flight. Since there are two
runways at HKIA (the north runway and the south
runway), and each runway can in principle be used for
takeoff or landing at either ends (heading angle of 708 or 2508), there are a maximum of eight possible config- urations (or runway corridors). AVM-HKA produces
196 J O U R N A L O F A P P L I E D M E T E O R O L O G Y A N D C L I M A T O L O G Y VOLUME 59
forecast head wind profiles for all eight runway corridors
(Fig. 2) out to a distance of 4 n mi (1 n mi 5 1.852 km) from the respective runway endpoints. In practice, the
north runway is the predominant landing runway at
HKIA. Landing on the north runway from the western
side (i.e., heading angle of 708) is known as using runway corridor ‘‘07LA’’ while landing on the north runway
from the eastern side is known as using runway corri-
dor ‘‘25RA.’’
To generate a binary prediction of wind shear (‘‘yes’’
or ‘‘no’’) at a particular time, it is necessary to identify
from the forecast head wind profile of AVM-HKA the
existence of any sustained head wind changes occurring
within a certain distance. One possible choice is to
directly apply the ‘‘ramp identification algorithm’’ of
HKO’s lidar wind shear alerting system (Jones and
Haynes 1984) to the forecast head wind profiles. Here
we adopt an alternative approach loosely based on the
concept of head wind gradient similar to Chan et al.
(2011). Given a head wind profile Hi(x), where H is the
head wind (in knots) along the ith runway corridor at a
distance of x nautical miles from the runway endpoint,
the maximum and minimum head wind within a spec-
ified window, Hmax,L and Hmin,L, where L is the dis-
tance of the specified window in nautical miles, are first
identified. The pair of Hmax,L and Hmin,L that maximizes
the value of their absolute difference (i.e., producing the
largest head wind change) is then picked out. The ab-
solute difference of this pair will be labeled DHL, the maximum head wind change under a given L, for this
particular head wind profile. In this way, a binary pre-
diction of wind shear can be generated from a head wind
profile by applying a threshold to DHL. It is necessary to constrain the maximum length over which the head
wind changes occur because gentle gradients (i.e.,
changes spreading out over a long distance) are often
not regarded by aircraft pilots as wind shear events
(Hong Kong Observatory 2010).
This study covers the 2-yr period from January 2014 to
December 2015. Hourly forecasts by AVM-HKA will be
validated against reports of wind shear occurrence by
pilots landing at or taking off from HKIA [pilot reports
(PIREPs)]. As an established practice at HKIA, pilots
of landing and departing aircraft may provide reports of
low-level wind shear (and turbulence, which is consid-
ered to be a separate phenomenon in terms of reporting
and alerting at HKIA) encounters to air traffic control
either directly through onboard radio communication or
by submitting a report form afterward. This is different
from conventional PIREPs of turbulence and icing,
FIG. 2. Display panel of wind shear forecasts by AVM-HKA for 11 Jan 2014 in the form of simulated Doppler lidar return (the color
scale is given on the right). This is a 4-h forecast by AVM-HKA valid at 0600 UTC and initialized at 0200 UTC. (left),(right) Box-and-
whisker plots combining sixty 1-min forecast head wind profiles between 0600 and 0659 UTC for each of the eight runway corridors of
HKIA. (center) The simulated planar scans at elevation angles of 38 and 68. The converging winds resulting from a sea-breeze front are highlighted by the dashed yellow-outlined rectangles. During this hour, there are four PIREPs at runway corridor 07RD.
FEBRUARY 2020 H O N 197
which normally cover the en-route phase of flight. The
HKIA wind shear PIREPs contain information on the
timing, location (normally reported to the nearest nau-
tical mile), altitude (normally reported to the nearest 50
or 100 ft), and perceived intensity [normally reported
to the nearest 5 kt (1 kt ’ 0.51 m s21), e.g., 225 kt, with positive or negative signs representing gain or loss in
head wind, respectively] of an event. All received
PIREPs underwent basic quality control to flag those
reported events that fall outside the scope of HKO’s
low-level wind shear alerting service, namely 1) the
reported absolute magnitude must be 15 kt or greater
and 2) the location of occurrence must be below 1600 ft
(used interchangeably with 500 m) or within 3 n mi from
touchdown/takeoff. Since the majority of PIREPs are
received over 07LA and 25RA, we will focus only on
these two runway corridors in the following paragraphs.
Out of the 584 PIREPs received in 2014, 268 (45.9%)
occurred over 07LA and 129 (22.1%) were over 25RA.
For 2015, of the 558 PIREPs received, 293 (52.5%) oc-
curred over 07LA and 148 (26.5%) were over 25RA.
Verification is performed using the ‘‘relative operat-
ing characteristics’’ (ROC) diagram (Wilks 2006), which
has been employed in different studies on wind shear
detection in the past (Chan et al. 2011; Lee and Chan
2014). A threshold-based approach is applied such that
an alert is triggered for a runway corridor whenever the
value of DHL from a forecast head wind profile for that particular runway corridor exceeds a predetermined
threshold. If a PIREP at the same runway corridor oc-
curs within 4 min after an alert is triggered, a ‘‘hit’’ is
recorded. This is identical to the verification scheme
in use for actual alerts of low-level wind shear (i.e.,
those issued automatically using lidar detection) at
HKIA by HKO. Following Wu and Hon (2018), the
percentage of detection (PoD) and percentage of time
on alert (PoTA), which form respectively the vertical
and horizontal axes of the resultant ROC diagram, are
defined as
PoD 5 No. of hits
Total no. of pilot reports 3 100% and
PoTA 5 Alert duration
Total length of time investigated 3 100%,
where the ‘‘alert duration’’ is the length of time (in
minutes) for which an alert from the AVM forecast is
issued and the ‘‘total length of time investigated’’ is
the length of the study period (also in minutes). This
modified formulation of the ROC diagram has been
in use (since well before the study period of this pa-
per) for verification of HKO’s low-level wind shear
alerts with aviation users’ acceptance, and it is also
reported in a number of other papers (Hon and Chan
2014a,b).
4. Selected cases of wind shear features forecast by AVM-HKA
It might be illustrative to present a few cases of
AVM-HKA forecasts that correspond to actual, re-
ported occurrence of wind shear at HKIA. The three
cases described below all occurred under different
weather conditions.
The first case is related to sea breeze. On 11 January
2014, the prevailing winds at HKIA were light under
weak synoptic forcing. Sea breeze caused by differential
heating of the HKIA island and its surrounding waters
set in during the early afternoon. Figure 2 shows the
wind shear forecast display panel for this case, as made
available to aviation weather forecasters of HKO in real
time. This is a 4-h forecast valid at 0600 UTC, initialized
at 0200 UTC the same day. As described in Chan and
Hon (2016b), the middle columns show the simulated
Doppler velocity distribution around HKIA assum-
ing fixed elevation scans at 38 and 68 by an imaginary Doppler lidar located at the center of the circle. The
legend for interpreting the color contours of the simu-
lated Doppler velocity distributions is shown on the
right of Fig. 2. In this color scale, ‘‘warm’’ colors (e.g.,
pink, yellow, and brown) are used to represent different
strengths of flows away from the lidar (positive Doppler
velocities). Similarly, ‘‘cool’’ colors (e.g., green, blue,
and magenta) are used to represent different strengths
of flows into the lidar (negative Doppler velocities). The
highlighted area shows alternating brown and green
colors on the eastern side of HKIA. Since this area
of brown and green colors occur to the east of the
(imaginary) lidar, the brown colors within the high-
lighted region would translate to winds blowing away
from the lidar toward the east (i.e., westerly winds).
Similarly, the green colors within the highlighted re-
gion would translate to winds blowing toward the lidar
from the east (i.e., easterly winds). This corresponds to
the opposing, or converging, winds resulting from a sea-
breeze front at that position and is a typical signature for
lidar observations of sea-breeze features. The box-and-
whisker plots on the left and right columns of Fig. 2 also
follow the presentation in Chan and Hon (2016b). There
is one plot for each runway corridor of HKIA. Each plot
is the resultant of 60 forecast head wind profiles, at 1-
min output interval, for that runway corridor during
that forecast hour (0600–0659 UTC). The highlighted
regions show potential occurrence of wind shear as
seen from the sustained changes in head wind, rang-
ing from 210 to 110 kt. Since the sea-breeze front is
198 J O U R N A L O F A P P L I E D M E T E O R O L O G Y A N D C L I M A T O L O G Y VOLUME 59
forecast to occur at the eastern side of HKIA, only the
runway corridors on the right show possible wind shear
features. During this hour, four PIREPs were received
over 07RD, where possible occurrence of wind shear
had been forecast. (Note that at HKIA only one arrival
and one departure runway corridor could be simulta-
neously in use.) The corresponding temporal evolution
of AVM-HKA forecast head wind profiles over 07RD
during this case is illustrated in Fig. 3.
The second case is related to thunderstorm down-
bursts. The capability of the AVM to capture complex
wind features associated with convection is recently re-
ported in Hon et al. (2019). On 4 September 2014, iso-
lated thunderstorms affected the western parts of Hong
Kong in the afternoon. Figures 4a and 4b show the
forecast radar reflectivity by AVM-HKA and actual
radar observations at 0600 UTC. The thunderstorms
occurred around 10 km northeast of HKIA and did not
directly affect the airport. However, thunderstorm out-
flow or downbursts spread southwestward to affect the
eastern runway corridors of HKIA such that around
0600 UTC there was one PIREP at 25RA. It can be seen
from Fig. 4c that the 6-h forecast from AVM-HKA
(initialized at 0000 UTC of the same day) successfully
captured the wind shear feature due to convergence
between prevailing north or northwesterly winds and
thunderstorm-induced easterly winds to the east of
HKIA. The corresponding temporal evolution of AVM-
HKA forecast head wind profiles over 25RA during this
case is illustrated in Fig. 5.
The third case is related to terrain-disrupted airflow,
which is relatively well documented for the AVM (Chan
et al. 2020). On 28 February 2015, Hong Kong was under
the influence of a late-season northeast monsoon, with
surface winds mainly blow from the east that then
gradually veered to southeasterly with height. This wind
regime is known to be conducive to occurrence of sig-
nificant wind shear at HKIA (Leung et al. 2018). In
Fig. 6, it can be seen that significant mountain wake flow
occurred at the western side of HKIA downstream of
the Lantau mountains. In particular, the forecast head
wind profiles for the western runway corridors all de-
picted sharp head wind changes ranging from 210 to 115 kt at different positions. Here the AVM-HKA forecast is valid at 0200 UTC and initialized at 2100
UTC of the previous day. During this hour, there were
10 PIREPs over 07LA. For this prolonged wind shear
episode, the temporal evolution of AVM-HKA forecast
head wind profiles over 07LA is illustrated in Fig. 7.
The above examples show that short-term forecasts
by the 200-m-resolution AVM-HKA are capable of
predicting correctly, under a number of different weather
conditions, low-level wind shear features that are
reported to be significant by pilots landing at or taking
off from HKIA.
5. Verification results and discussion
As described in section 3, verification of the wind
shear forecasts by AVM-HKA will utilize the ROC di-
agram. Figures 8 and 9 are the ROC diagrams for run-
way corridor 07LA over 2014 and 2015, respectively.
Figures 10 and 11 are the same diagrams for runway
corridor 25RA. Forecasts up to 6 h ahead are used in the
verification. These are represented by different colors in
the diagrams as explained in the legends. Since the
forecast head wind profiles by AVM-HKA are gener-
ated in 1-min output intervals, and PIREPs are also
timestamped to the minute, in these diagrams a ‘‘T 1 0’’ forecast by AVM-HKA refers to a forecast head wind
profile with valid time between T 1 0 and T 1 59 min (i.e., the zeroth hour), a ‘‘T 1 1’’ forecast refers to between T 1 1 h and T 1 1 h 59 min, and so on (Unfortunately ‘‘T 1 0’’ forecast data, marked by black dotes, had not been archived for 2015 and are therefore
not available.) For each forecast lead time, a family
of ROC curves is generated following the manner of
Wu and Hon (2018) by applying a range of thresholds to
FIG. 3. Evolution of AVM-HKA forecast head wind profile
during the sea-breeze-induced wind shear event over runway cor-
ridor 07RD as illustrated in Fig. 2. Here the aircraft takes off to-
ward the right-hand side (from the 0 n mi position eastward toward
the 4 n mi position). The same AVM-HKA run as in Fig. 2 is used.
The head wind profiles shown here cover three of the four PIREPs
mentioned in Fig. 2. These three PIREPs occurred successively
within a 5-min window. Evolution of the wind shear feature as a
result of sea-breeze onset is as follows: 10 min before the first report
(blue line) the head wind variations at 07RD are relatively gentle,
between 0 and 10 kt only; by the time of the first PIREP (red line), a
sharp head wind change is observed between 0 and 1 n mi
(changing from 210 to 15 kt; i.e., wind shear of ;15 kt) where the sea-breeze front occurred; this feature sustained in intensity until
the third PIREP (green line); thereafter it weakened (yellow line;
valid at 10 min after the third PIREP) such that the extent of head
wind change decreased to only ;10 kt (changing from 0 to 110 kt) while remaining at the same location (between 0 and 1 n mi).
FEBRUARY 2020 H O N 199
FIG. 4. Isolated thunderstorms as (a) simulated by AVM-HKA and (b) observed by weather radar on the afternoon of 4 Sep 2014. This is
a 6-h forecast valid at 0600 UTC and initialized at 0000 UTC. The coverage of (a) is given by the white-outlined square in (b). The area of
the zoom-in plot of (c) is shown by the black-outlined square marked in (a). It can be seen in (c) that the thunderstorm outflow in the form
of easterly winds of 10–15 kt has spread to the east of HKIA. The line of wind shear–inducing convergence is marked in red. During this
hour, there is one PIREP over runway corridor 25RA that is landing from the east using the north runway of HKIA.
200 J O U R N A L O F A P P L I E D M E T E O R O L O G Y A N D C L I M A T O L O G Y VOLUME 59
the parameters DHL and L, which have been defined in section 3. The ranges of DHL and L considered are re- spectively head wind differences of 0.5–15 kt and length
scales of 0.5–2 n mi, which are similar to those used in
observation-based studies involving lidars. This leads
to a collection of points in the two-dimensional (PoD,
PoTA) space that are then plotted onto the ROC dia-
grams. If these points (which collectively we refer to
as the ‘‘curve’’ or ‘‘family of curves’’) lie along the di-
agonal, there is no skill in the detection method in dif-
ferentiating between events and nonevents. Proximity to
the top-left corner indicates increasing skill level.
It is immediately obvious that the AVM-HKA fore-
casts exhibit positive skill over both 07LA and 25RA
consistently across the 2-yr study period and throughout
the available forecast hours out to T 1 6. Although there are some subtle differences in the shape of the individual
ROC curves (such as the location or curvature of the
‘‘shoulder’’), all curves are away from the diagonal and
convex toward the top-left (i.e., skillful) corner of the
diagrams. Note that the rightmost points in the ROC
curves may not reach the top-right corner because of
model downtime resulting from system maintenance.
Assuming a characteristic PoTA of 20%, the PoD for
07LA would range between 40% and 60%. The values
are similar for 25RA. Since this is the first time that
NWP forecasts of wind shear have been systematically
validated, there is no readily available ‘‘benchmark’’ for
direct comparison. However, under the context of aviation
weather hazards, we may draw a loose analogy with the
prediction of upper-air CAT by convection-permitting
FIG. 5. Evolution of AVM-HKA forecast head wind profile
during the thunderstorm-induced wind shear event over runway
corridor 25RA as illustrated in Fig. 4. Here the aircraft lands from
the right-hand side (from the 4 n mi position to the 0 n mi position,
which is touchdown). The same AVM-HKA run as in Fig. 4 is used.
The propagation of the wind shear feature is evident from the line
plots taken at different times around the event: the sharp head wind
change (blue line, valid at 7 min before the event) occurring be-
tween 1 and 2 n mi gradually shifted westward to between 0 and 1 n
mi (orange line; valid at 3 min before the event) and finally de-
parted from the runway corridor (green line; valid at 3 min after
the event).
FIG. 6. As in Fig. 2, but for the case of 28 Feb 2015. This is a 5-h forecast valid at 0200 UTC and initialized at 2100 UTC on the previous
day. (center) The region of wind shear–inducing wake flow downstream of Lantau Island affecting the western side of HKIA is highlighted
in red. During this hour, there are 10 PIREPs at runway corridor 07LA.
FEBRUARY 2020 H O N 201
NWP models (Ellrod and Knox 2010). Similar ROC
behavior could be observed for NWP forecasts of CAT
before the application of sophisticated ensemble and
statistical postprocessing techniques (Sharman and
Pearson 2017).
There does not appear to be a definitive trend in
prediction skill across different forecast lead times. For
example, for 07LA in 2015 (Fig. 9), the ‘‘T 1 6’’ forecast (magenta) is the most skillful while the ‘‘T 1 2’’ (red) and ‘‘T 1 3’’ (orange) forecasts appear relatively least skillful. This trend is less clear cut in 2014 (Fig. 8), with
the ROC curves of different lead times generally mixed
together. Prediction skill also displays different behav-
ior across runway corridors. For 25RA, the ‘‘T 1 2’’ (red) and ‘‘T 1 3’’ (orange) forecasts appear to show highest skill level in both 2014 and 2015 while the longer-
range forecasts (‘‘T 1 4,’’ ‘‘T 1 5,’’ and ‘‘T 1 6,’’ respectively in yellow, purple, and magenta) have rela-
tively little skill. The ‘‘T 1 0’’ forecasts (available only in 2014 for both runway corridors) show higher skill level
over 07LA, particular for PoTA below 30%, but the
‘‘T 1 0’’ forecasts for 25RA do not show visibly more skill than the other forecast hours. There are a number
of possible, competing factors contributing to the lack of
observed trend in prediction skill across lead times. One
would naturally expect forecast skill to decay gradually
with increasing lead time, as a simple consequence of
atmospheric predictability (Lorenz 1963). On the other
hand, since AVM-HKA is run on a ‘‘cold start’’ basis
without cycling of model output from previous forecast
hours, the gradual ‘‘spinup’’ of turbulent features during
the first few hours of forecasts (Kealy et al. 2019) might
contribute to an increase of skill level with lead time,
given the relatively short forecast duration of the AVM
system. Last, the assimilation of dense surface obser-
vations at and around HKIA (including a network of
anemometers and weather buoys spaced at around 1 n
mi, or 1.852 km, apart) may have some positive contri-
butions around the time of model initialization. It may
be conjectured that there are complex interplay of
the above competing factors at the microscale, which
would require in-depth analysis (possibly with spectral,
or Fourier transform, methods) to delineate (e.g.,
Skamarock 2004; Mirocha et al. 2014).
Observational studies have indicated that low-level
wind shear at HKIA is a phenomenon with high spa-
tiotemporal variability (Tang et al. 2011a,b). In addition,
individual wind shear events may be transient and spo-
radic in nature (Shun and Chan 2008). These physical
characteristics can be expected to bring considerable
technical challenges in the numerical prediction—as op-
posed to detection—of low-level wind shear. According
to Skamarock (2004), the effective resolution (i.e., the
FIG. 7. Evolution of AVM-HKA forecast head wind profile
during the prolonged terrain-induced wind shear episode over
runway corridor 07LA as illustrated in Fig. 6. Here the x axis is
reversed to reflect that the aircraft arrives from the left-hand side
(from the 4 n mi position traveling eastward to the 0 n mi position,
which is touchdown). The same AVM-HKA run as in Fig. 6 is used.
In this case the terrain-induced wind shear feature (mainly caused
by the turbulent wake of the Lantau mountains upstream of
HKIA) is sustained throughout the forecast hour: since the be-
ginning of this hour (blue line) a sharp head wind change is visible
(from 15 to 118 kt) around 1 n mi; this feature sharpens slightly by the time of the first PIREP (red line); in the subsequent minutes the
head wind subsided a little but the general feature of the sharp head
wind change remained (green line; from 25 to 115 kt) between 0 and 1 n mi; this lasted until the end of the hour (yellow line).
FIG. 8. ROC diagram for wind shear forecasts by AVM-HKA for
runway corridor 07LA for the 1-yr period covering the whole of
2014. Different forecast lead times are marked using different
colors. Each dot is a point on an ROC curve generated by varying
the thresholds on DHL and L to obtain binary forecasts of wind shear events using AVM-HKA forecast head wind profiles at 1-min
output intervals. A ‘‘T 1 0’’ forecast by AVM-HKA refers to a forecast head wind profile with a valid time between T 1 0 and T 1 59 min (i.e., the zeroth hour), a ‘‘T 1 1’’ forecast refers to between T 1 1 h and T 1 1 h 59 min, etc.
202 J O U R N A L O F A P P L I E D M E T E O R O L O G Y A N D C L I M A T O L O G Y VOLUME 59
wavelength of the smallest eddies in the kinetic energy
spectrum effectively represented by the NWP model) of
the WRF Model would be around 5–7 times the hori-
zontal grid spacing. Here, with the 200-m nominal res-
olution of AVM-HKA, it could be expected that eddies
on the order of 1–1.4 km may be effectively resolved.
This is comparable to the length scale of certain known
wind shear features at HKIA (Tang et al. 2011a; Wu and
Hon 2018), which could explain in part the definitive
positive skill exhibited by AVM-HKA throughout the
scope of this study. On the other hand, more recent
observational studies with even higher-resolution re-
mote sensing instruments (Hon et al. 2014) have re-
vealed other wind shear–inducing flow phenomena of
even smaller spatial and temporal scales (on the order
of a couple hundred meters and lasting only 1 or 2 min).
These phenomena are naturally beyond the prediction
capability of the existing AVM-HKA.
At all times during the study we bear in mind that in
reality the atmosphere is a three-dimensional fluid and
the full vector wind consists of three orthogonal com-
ponents. We recognize the potential theoretical limita-
tions in leaving out the vertical wind component (and
its spatial variations) in our analysis, whether in remote
sensing observations or model simulations of the wind
shear conditions. However, we note too from a practical
point of view that, given the highly inhomogeneous en-
vironment and airflow around HKIA, it would pose
considerable technical hurdles to make reliable mea-
surements of the vertical wind component (and its
gradient) along any stretch of spatial distance to the
same level of accuracy as the lidar head wind profiles.
Without such measurements, it would not be practical
to base event predictions of the NWP model on ver-
tical wind components in the boundary layer, which
might themselves exhibit certain deficiencies (Gibbs
and Fedorovich 2014; Shin and Dudhia 2016). Our
current definition, and choice, of wind shear can be to
an extent justified by the operational successes of
those remote sensing and in situ systems that are
based on the horizontal (or slanted) shear of the
horizontal winds (of which head wind is a subset) at
airports around the world.
FIG. 9. As in Fig. 8, but for the 1-yr period covering the whole of
2015. Note that ‘‘T 1 0’’ forecasts are not available for 2015.
FIG. 10. As in Fig. 8, but for runway corridor 25RA.
FIG. 11. As in Fig. 10, but for the 1-yr period covering the whole of
2015. Note that ‘‘T 1 0’’ forecasts are not available for 2015.
FEBRUARY 2020 H O N 203
The verification scheme used in the current study
follows that of detection-based alerting systems that are
operationally used. This scheme is rather demanding in
terms of simultaneous location and timing accuracy.
High-resolution NWP is known to be sensitive to phase
errors (Ebert et al. 2013) due to incorrect positioning
of weather systems in parent model domains. For
AVM-HKA, a shift of only a few grid points in the
2-km RAPIDS-NHM boundary or initial conditions
is already capable of putting a certain weather phe-
nomenon well away from HKIA (which is only about
4 km across in length). It must be considered quite re-
markable already, that positive skill is consistently ob-
tained throughout the current study. At the time of
writing, the fine-resolution winds and temperature fields
of AVM-HKA are already routinely referenced by
aviation weather forecasters at HKIA in their opera-
tional forecasting process. Postprocessed wind shear
prediction products, such as the condensed display
format in Figs. 2 and 6, could be expected to assist the
forecaster in making broad, qualitative assessments
covering the next few hours.
6. Conclusions
For the first time, statistical evaluation of NWP model
performance in the prediction of low-level wind shear,
a high-impact aviation weather phenomenon, is per-
formed. Forecast head wind profiles, which emulate the
wind components experienced by an aircraft during
the takeoff or landing phase, are generated at 1-min
output intervals using short-term forecasts from the
200-m-resolution AVM-HKA, which is the HKO’s
subkilometer-resolution WRF-based NWP suite serving
the HKIA. The HKIA is situated near complex terrain
and is known for its susceptibility to occurrence of var-
ious forms of low-level wind shear. Predictions of wind
shear specific to each of the eight runway corridors of
HKIA are generated using a threshold-based approach
and compared against actual reports of wind shear by
pilots landing at or taking off from HKIA using a veri-
fication scheme with the same level of spatial and tem-
poral accuracy requirements as operational low-level
wind shear alerting systems at HKIA based on remote
sensing detection. A 2-yr study period from January
2014 to December 2015 is used, covering over 800
events reported over the two major arrival runway
corridors of 07LA and 25RA. These wind shear events
occurred under a number of different meteorological
conditions including sea breeze, convection, and terrain-
disrupted airflow in the vicinity of HKIA. Based on
ROC analysis, positive skill is consistently observed across
both runway corridors throughout the study period and
across all considered forecast lead times out to T 1 6 h ahead. This study serves to establish and document the
current capability of fine-resolution NWP in pre-
dicting the phenomenon of low-level wind shear for
aviation weather applications, which so far is almost
exclusively alerted using high-resolution remote sensing
equipment on a detection basis when done automatically.
Acknowledgments. The Hong Kong Airline Pilots
Association (HKALPA) is gratefully acknowledged for
the permission to use deidentified pilot reports of low-level
wind shear for scientific research purposes. The author
thanks the three anonymous reviewers and Dr. Katherine
Klink for many useful comments and suggestions.
REFERENCES
Boutle, I. A., A. Finnenkoetter, A. P. Lock, and H. Wells, 2016:
The London Model: Forecasting fog at 333 m resolution.
Quart. J. Roy. Meteor. Soc., 142, 360–371, https://doi.org/
10.1002/qj.2656.
Carruthers, D., A. Ellies, J. Hunt, and P. W. Chan, 2014: Modelling
of wind shear downwind of mountain ridges at Hong Kong
International Airport. Meteor. Appl., 21, 94–104, https://doi.org/
10.1002/met.1350.
Chan, P. W., C. M. Shun, and M. L. Kuo, 2010: Latest develop-
ments of windshear alerting services at the Hong Kong
International Airport. 14th Conf. on Aviation, Range, and
Aerospace Meteorology, Atlanta, GA, Amer. Meteor. Soc.,
10.4, https://ams.confex.com/ams/pdfpapers/157792.pdf.
——, and K. K. Hon, 2016a: Observation and numerical simulation
of terrain-induced windshear at the Hong Kong International
Airport in a planetary boundary layer without temperature
inversions. Adv. Meteor., 2016, 1454513, https://doi.org/
10.1155/2016/1454513.
——, and ——, 2016b: Performance of super high resolution numer-
ical weather prediction model in forecasting terrain-disrupted
airflow at the Hong Kong International Airport: Case studies.
Meteor. Appl., 23, 101–114, https://doi.org/10.1002/met.1534.
——, ——, and D. K. Shin, 2011: Combined use of headwind ramps
and gradients based on lidar data in the alerting of low-level
windshear/turbulence. Meteor. Z., 20, 661–670, https://doi.org/
10.1127/0941-2948/2011/0242.
——, ——, and Q. S. Li, 2020: A more comprehensive study of
terrain-disrupted airflow at the Hong Kong International
Airport—Observations and numerical simulations. Weather,
https://doi.org/10.1002/wea.3593, in press.
Cheung, J. O. P., P. W. Chan, and D. Y. C. Leung, 2011: Large-eddy
simulation of the wind flow across a terminal building on the
airfield. Int. J. Earth Sci. Eng., 4, 486–489.
Clark, T. L., T. Keller, J. Coen, P. Neilley, H. Hsu, and W. D.
Hall, 1997: Terrain-induced turbulence over Lantau Island:
7 June 1994 Tropical Storm Russ case study. J. Atmos. Sci.,
54, 1795–1814, https://doi.org/10.1175/1520-0469(1997)
054,1795:TITOLI.2.0.CO;2. Ebert, E., and Coauthors, 2013: Progress and challenges in forecast
verification. Meteor. Appl., 20, 130–139, https://doi.org/
10.1002/met.1392.
Ellrod, G. P., and D. I. Knapp, 1992: An objective clear-air tur-
bulence forecasting technique: Verification and operational
204 J O U R N A L O F A P P L I E D M E T E O R O L O G Y A N D C L I M A T O L O G Y VOLUME 59
use. Wea. Forecasting, 7, 150–165, https://doi.org/10.1175/
1520-0434(1992)007,0150:AOCATF.2.0.CO;2. ——, and J. A. Knox, 2010: Improvements to an operational clear-
air turbulence diagnostic index by addition of a divergence
trend term. Wea. Forecasting, 25, 789–798, https://doi.org/
10.1175/2009WAF2222290.1.
Fujita, T. T., 1978: Manual of downburst identification for project
NIMROD. University of Chicago Dept. of the Geophysical
Sciences Satellite and Mesometeorology Research Project
Research Paper 156, 104 pp., https://ntrs.nasa.gov/archive/
nasa/casi.ntrs.nasa.gov/19780022828.pdf. Gibbs, J. A., and E. Fedorovich, 2014: Comparison of convective
boundary layer velocity spectra retrieved from large-eddy-
simulation and weather research and forecasting model data.
J. Appl. Meteor. Climatol., 53, 377–394, https://doi.org/10.1175/
JAMC-D-13-033.1. Hagelin, S., L. Auger, P. Brovelli, and O. Dupont, 2014:
Nowcasting with the AROME model: First results from the
high-resolution AROME airport. Wea. Forecasting, 29,
773–787, https://doi.org/10.1175/WAF-D-13-00083.1.
Hall, F., W. Neff, and T. Frazier, 1976: Wind shear observations in
thunderstorm density currents. Nature, 264, 408–411, https://
doi.org/10.1038/264408a0. Heinze, R., and Coauthors, 2017: Large-eddy simulations over
Germany using ICON: A comprehensive evaluation. Quart.
J. Roy. Meteor. Soc., 143, 69–100, https://doi.org/10.1002/
qj.2947.
Hon, K. K., 2018: Simulated satellite imagery at sub-kilometre res-
olution by the Hong Kong observatory. Weather, 73, 139–144,
https://doi.org/10.1002/wea.3100.
——, and P. W. Chan, 2014a: Terrain-induced turbulence intensity
during tropical cyclone passage as determined from airborne,
ground-based, and remote sensing sources. J. Atmos. Oceanic
Technol., 31, 2373–2391, https://doi.org/10.1175/JTECH-D-
14-00006.1. ——, and ——, 2014b: Application of lidar-derived eddy dissipa-
tion rate profiles in low-level wind shear and turbulence alerts
at Hong Kong International Airport. Meteor. Appl., 21, 74–85,
https://doi.org/10.1002/met.1430.
——, and ——, 2017: Frequent-output sub-kilometric NWP models
supporting enhanced runway throughput and performance-
based navigation. Aeronautical Meteorology Scientific Conf.,
Toulouse, France, WMO, https://www.wmo.int/aemp/sites/
default/files/Presentation_Hon_Session1_AeroMetSci-2017.pdf.
——, ——, Y. Y. Chiu, and W. Tang, 2014: Application of short-
range lidar in early alerting for low-level windshear and
turbulence at Hong Kong International Airport. Adv. Meteor.,
2014, 162748, https://doi.org/10.1155/2014/162748.
——, S. M. Tse, P. W. Chan, and Q. S. Li, 2019: Observation and
real-time simulation of a tornado event in Hong Kong on
29 August 2018. Adv. Meteor., 2019, 8571430, https://doi.org/
10.1155/2019/8571430.
Hong Kong Observatory, 2010: Windshear and Turbulence in
Hong Kong–Information for Pilots. 3rd ed. Hong Kong
Observatory, 24 pp, https://www.hko.gov.hk/en/aviat/articles/
files/WS-turb-booklet-eng-3rd.pdf. Iacono, M. J., J. S. Delamere, E. J. Mlawer, M. W. Shephard, S. A.
Clough, and W. D. Collins, 2008: Radiative forcing by long-
lived greenhouse gases: Calculations with the AER radiative
transfer models. J. Geophys. Res., 113, D13103, https://doi.org/
10.1029/2008JD009944.
ICAO, 2005: Manual on Low-Level Wind Shear and Turbulence.
1st ed. International Civil Aviation Organization, 213 pp.
——, 2007: Meteorological Service for International Air Navigation:
Annex 3 to the Convention on International Civil Aviation.
16th ed. International Civil Aviation Organization, 187 pp.
Janjić, Z. I., 2001: Nonsingular implementation of the Mellor-
Yamada level 2.5 scheme in the NCEP Meso Model. NCEP
Office Note 437, 61 pp.
Jones, J. G., and A. Haynes, 1984: A peakspotter program applied
to the analysis of increments in turbulence velocity. Royal
Aircraft Establishment Tech. Rep. 84071, 69 pp.
Kealy, J. C., G. A. Efstathiou, and R. J. Beare, 2019: The onset of
resolved boundary-layer turbulence at grey-zone resolutions.
Bound.-Layer Meteor., 171, 31–52, https://doi.org/10.1007/
s10546-018-0420-0.
Lau, S. Y., 2000: Windshear and turbulence detection and warning
at the Hong Kong International Airport. Proc. Working
Group on Training, The Environment and New Developments
(TREND), Commission for Aeronautical Meteorology,
Hong Kong, China, World Meteorological Organization,
https://www.hko.gov.hk/en/publica/reprint/files/r371.pdf.
Lee, Y. F., and P. W. Chan, 2014: Lidar-based F-factor for wind
shear alerting: Different smoothing algorithms and applica-
tion to departing flights. Meteor. Appl., 21, 86–93, https://
doi.org/10.1002/met.1434.
Leung, M. Y. T., W. Zhou, C. M. Shun, and P. W. Chan, 2018:
Large-scale circulation control of the occurrence of low-
level turbulence at Hong Kong International Airport.
Adv. Atmos. Sci., 35, 435–444, https://doi.org/10.1007/
s00376-017-7118-y.
Li, L., P. W. Chan, L. Zhang, and F. Hu, 2013: Numerical simula-
tion of a Lee wave case over three-dimensional mountainous
terrain under strong wind condition. Adv. Meteor., 2013,
304321, https://doi.org/10.1155/2013/304321.
Lim, K.-S. S., and S.-Y. Hong, 2010: Development of an effective
double–moment cloud microphysics scheme with prognostic
cloud condensation nuclei (CCN) for weather and climate
models. Mon. Wea. Rev., 138, 1587–1612, https://doi.org/10.1175/
2009MWR2968.1.
Lorenz, E. N., 1963: Deterministic nonperiodic flow. J. Atmos.
Sci., 20, 130–141, https://doi.org/10.1175/1520-0469(1963)
020,0130:DNF.2.0.CO;2. Matayoshi, N., T. Ijima, K. Yamamoto, and E. Fujita, 2016:
Development of Airport Low-level Wind Information (ALWIN).
16th AIAA Aviation Technology, Integration, and Operations
Conf., Washington, DC, American Institute of Aeronautics and
Astronautics, AIAA 2016-4362, https://doi.org/10.2514/6.2016-4362.
Mellor, G. L., and T. Yamada, 1982: Development of a turbulence
closure model for geophysical fluid problems. Rev. Geophys.,
20, 851–875, https://doi.org/10.1029/RG020i004p00851.
Mirocha, J., B. Kosović, and G. Kirkil, 2014: Resolved turbulence
characteristics in large-eddy simulations nested within meso-
scale simulations using the Weather Research and Forecasting
Model. Mon. Wea. Rev., 142, 806–831, https://doi.org/10.1175/
MWR-D-13-00064.1.
Niu, G. Y., and Coauthors, 2011: The community Noah land sur-
face model with multiparameterization options (Noah–MP):
1. Model description and evaluation with local–scale mea-
surements. J. Geophys. Res., 116, D12109, https://doi.org/
10.1029/2010JD015139.
Proctor, F. H., D. A. Hinton, and R. L. Bowles, 2000: A windshear
hazard index. Preprints, Ninth Conf. on Aviation, Range,
and Aerospace Meteorology, Orlando, FL, Amer. Meteor.
Soc., 7.7, https://ams.confex.com/ams/Sept2000/techprogram/
paper_16347.htm.
FEBRUARY 2020 H O N 205
Robinson, D. C., D. Collins, J. Brett, J. Klewicki, and P. Murray,
2017: Airport building development: Towards a framework
for managing building-induced wind shear and turbulence
risks. J. Airport Manage., 11, 369–385. Sharman, R. D., and J. M. Pearson, 2017: Prediction of en-
ergy dissipation rates for aviation turbulence. Part I:
Forecasting nonconvective turbulence. J. Appl. Meteor.
Climatol., 56, 317–337, https://doi.org/10.1175/JAMC-D- 16-0205.1.
Shin, H. H., and J. Dudhia, 2016: Evaluation of PBL parame-
terizations in WRF at subkilometer grid spacings: Turbulence
statistics in the dry convective boundary layer. Mon. Wea.
Rev., 144, 1161–1177, https://doi.org/10.1175/MWR-D-
15-0208.1.
Shun, C. M., 2004: Wind shear and turbulence alerting at Hong
Kong International Airport. WMO Bull., 53, 316–320.
——, and S. Y. Lau, 2000: Terminal Doppler Weather Radar
(TDWR) observation of atmospheric flow over complex ter-
rain during tropical cyclone passages. Proc. SPIE, 4152, 42–53, https://doi.org/10.1117/12.410622.
——, and P. W. Chan, 2008: Applications of an infrared Doppler
lidar in detection of wind shear. J. Atmos. Oceanic Technol.,
25, 637–655, https://doi.org/10.1175/2007JTECHA1057.1. Skamarock, W. C., 2004: Evaluating mesoscale NWP models using
kinetic energy spectra. Mon. Wea. Rev., 132, 3019–3032,
https://doi.org/10.1175/MWR2830.1.
——, and J. B. Klemp, 2008: A time-split nonhydrostatic atmo-
spheric model for weather research and forecasting appli-
cations. J. Comput. Phys., 227, 3465–3485, https://doi.org/
10.1016/j.jcp.2007.01.037.
Szeto, K. C., and P. W. Chan, 2006: High resolution numerical
modelling of windshear episodes at the Hong Kong International
Airport. 12th Conf. on Aviation, Range, and Aerospace
Meteorology, Atlanta, GA, Amer. Meteor. Soc., P5.8, https://
ams.confex.com/ams/pdfpapers/100319.pdf.
Talbot, C., E. Bou-Zeid, and J. Smith, 2012: Nested mesoscale
large-eddy simulations with WRF: Performance in real test
cases. J. Hydrometeor., 13, 1421–1441, https://doi.org/10.1175/
JHM-D-11-048.1.
Tang, W., P. W. Chan, and G. Haller, 2011a: Lagrangian coherent
structure analysis of terminal winds detected by lidar. Part I:
Turbulence structures. J. Appl. Meteor. Climatol., 50, 325–338,
https://doi.org/10.1175/2010JAMC2508.1.
——, ——, and ——, 2011b: Lagrangian coherent structure analysis
of terminal winds detected by lidar. Part II: Structure evolution
and comparison with flight data. J. Appl. Meteor. Climatol., 50,
2167–2183, https://doi.org/10.1175/2011JAMC2689.1.
Wilks, D. S., 2006: Statistical Methods in the Atmospheric Sciences.
2nd ed. Academic Press, 627 pp.
Wilson, J. W., and R. M. Wakimoto, 2001: The discovery of the
downburst: T. T. Fujita’s contribution. Bull. Amer. Meteor.
Soc., 82, 49–62, https://doi.org/10.1175/1520-0477(2001) 082,0049:TDOTDT.2.3.CO;2.
Wong, W. K., 2010: Development of operational rapid update non-
hydrostatic NWP and data assimilation systems in the Hong Kong
Observatory. Third Int. Workshop on Prevention and Miti-
gation of Meteorological Disasters in Southeast Asia, Beppu,
Japan, https://www.hko.gov.hk/tc/publica/reprint/files/r882.pdf.
Wu, T. C., and K. K. Hon, 2018: Application of spectral decom-
position of lidar-based headwind profiles in windshear detec-
tion at the Hong Kong International Airport. Meteor. Z., 27,
33–42, https://doi.org/10.1127/metz/2017/0858.
Zhang, H., Z. Pu, and X. Zhang, 2013: Examination of errors in
near-surface temperature and wind from WRF numerical
simulations in regions of complex terrain. Wea. Forecasting,
28, 893–914, https://doi.org/10.1175/WAF-D-12-00109.1.
206 J O U R N A L O F A P P L I E D M E T E O R O L O G Y A N D C L I M A T O L O G Y VOLUME 59
Copyright of Journal of Applied Meteorology & Climatology is the property of American Meteorological Society and its content may not be copied or emailed to multiple sites or posted to a listserv without the copyright holder's express written permission. However, users may print, download, or email articles for individual use.