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Vertical draft
Vertical draft
from Wikipedia
Warm, moist updraft from a thunderstorm associated with a southward-moving frontal boundary - taken from Texarkana, Texas, looking north

In meteorology, an updraft (British English: up-draught) is a small-scale current of rising air, often within a cloud.[1]

Overview

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Vertical drafts, known as updrafts or downdrafts, are localized regions of warm or cool air that move vertically. A mass of warm air will typically be less dense than the surrounding region, and so will rise until it reaches air that is either warmer or less dense than itself. The converse will occur for a mass of cool air, and is known as subsidence. This movement of large volumes of air, especially when regions of hot, wet air rise, can create large clouds, and is the central source of thunderstorms. Drafts can also be caused by low or high pressure regions. A low pressure region will attract air from the surrounding area, which will move towards the center and then rise, creating an updraft. A high pressure region will attract air from the surrounding area, which will move towards the center and sink, spawning a downdraft.

Updrafts and downdrafts, along with wind shear in general, are a major contributor to airplane crashes during takeoff and landing in a thunderstorm. Extreme cases, known as downbursts and microbursts, can be deadly and difficult to predict or observe. The crash of Delta Air Lines Flight 191 on its final approach before landing at Dallas/Fort Worth International Airport in 1985 was presumably caused by a microburst, and prompted the Federal Aviation Administration (FAA) to research and deploy new storm detection radar stations at some of the major airports, notably those in the South, Midwest, and Northeast United States where wind shear affects air safety. Downbursts can cause extensive localized damage, similar to that caused by tornadoes. Downburst damage can be differentiated from that of a tornado because the resulting destruction is circular and radiates away from the center. Tornado damage radiates inward, towards the center of the damage.

The term "downdraft" can also refer to a type of backdraft which occurs through chimneys which have fireplaces on the lowermost levels (such as basements) of multi-level buildings. It involves cold air coming down the chimney due to low air pressure, and makes it hard to light fires, and can push soot and carbon monoxide into domiciles.

See also

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References

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Revisions and contributorsEdit on WikipediaRead on Wikipedia
from Grokipedia
In , a vertical draft is a small-scale current of rising or sinking air driven by differences relative to the surrounding atmosphere. Rising vertical drafts, known as updrafts, are caused by warmer, less dense air parcels, while sinking ones, known as downdrafts, involve cooler, denser air. These drafts typically occur in convective processes and, when the air is sufficiently moist, lead to the condensation of into or towering cloud structures. Vertical drafts play a central role in atmospheric convection, serving as the primary mechanism for transporting , , and vertically through the atmosphere. They initiate and sustain the development of various weather phenomena, including fair-weather , multicell thunderstorms, and severe storms. In thunderstorms, updraft velocities can range from approximately 20 to 40 (32 to 64 kilometers per hour) in weaker systems, escalating to over 100 (160 kilometers per hour) in intense supercells capable of producing large and tornadoes. The strength and persistence of vertical drafts are influenced by environmental factors such as gradients, levels, and , which can tilt updrafts to separate them from downdrafts and prolong storm life cycles. Strong updrafts elevate raindrops and ice particles into supercooled regions of the atmosphere, fostering growth through accretion and riming processes, with larger hailstones requiring correspondingly higher draft speeds. In rotating supercells, persistent updrafts can organize into mesocyclones, contributing to the formation of tornadoes and other severe hazards. Conversely, the eventual weakening of updrafts often triggers downdrafts—sinking columns of cooler air—that generate gust fronts, heavy rain, and damaging straight-line winds upon reaching the surface.

Definition and Characteristics

Updrafts

An updraft is defined as a small-scale current of rising air in the atmosphere, driven by resulting from air parcels that are warmer and thus less dense than the surrounding environment. This buoyancy causes the parcel to accelerate upward, distinguishing updrafts from horizontal air movements. Key characteristics of updrafts include vertical velocities typically ranging from 1 to 20 m/s, with spatial scales varying from tens of meters in narrow thermals to several kilometers in broader convective features. They are often linked to the development of , where rising moist air cools adiabatically and condenses, forming visible cloud structures. A representative example occurs in fair-weather cumulus clouds, where localized updrafts with velocities around 5.5 m/s can propel air parcels to altitudes of up to 3 km, supporting cloud growth without leading to precipitation. The fundamental buoyancy force FbF_b propelling an updraft is expressed as Fb=gΔρρV,F_b = g \frac{\Delta \rho}{\rho} V, where gg is the acceleration due to gravity, Δρ\Delta \rho is the density difference (ambient minus parcel, positive for buoyant ascent), ρ\rho is the ambient density, and VV is the parcel volume. Updrafts commonly pair with downdrafts as opposing vertical motions within convective circulations.

Downdrafts

A downdraft is defined as a small-scale column of sinking air that descends rapidly toward the ground due to the higher of cooler air parcels compared to the surrounding environment. Key characteristics of downdrafts include vertical velocities typically ranging from 1 to 25 m/s, though severe cases can reach up to about 30 m/s, driven by the contrast that promotes descent. These sinking currents often undergo evaporative cooling, which further increases the difference and intensifies the downward motion, leading to the formation of gust fronts as the cool, dense air spreads horizontally upon hitting the surface. Microbursts serve as a representative example of intense downdrafts, featuring descent rates averaging 10 m/s over horizontal scales of hundreds of meters. The dynamics of downdraft descent are governed by the force arising from the difference, approximated in the simplified vertical equation as dwdt=gρdρaρa,\frac{dw}{dt} = -g \frac{\rho_d - \rho_a}{\rho_a}, where ww is the vertical velocity (negative for descent), gg is gravitational acceleration, ρd\rho_d is the downdraft air density, and ρa\rho_a is the ambient air density. This equation highlights how negative buoyancy (ρd>ρa\rho_d > \rho_a) accelerates the sinking motion, distinguishing downdrafts from updrafts in convective cells where positive buoyancy drives ascent.

Formation Processes

Thermal Convection

Thermal convection in the atmosphere arises from the uneven heating of the Earth's surface by solar , which warms the ground and the overlying air through conduction. This creates parcels of air that are warmer and thus less dense than the surrounding cooler air, leading to -driven ascent as these parcels rise to restore . The stability of this process depends on the atmospheric , defined as the rate of temperature decrease with altitude. The atmosphere is unstable for dry processes when the environmental lapse rate exceeds the dry adiabatic lapse rate of approximately 9.8°C/km, promoting free where displaced air parcels continue to accelerate upward due to positive . For moist convection, which is common in vertical draft formation, conditional instability occurs when the environmental lapse rate lies between the dry adiabatic lapse rate (~9.8°C/km) and the moist adiabatic lapse rate (~6°C/km). In this case, a parcel ascends dry and unsaturated until the lifting condensation level (LCL), after which release upon saturation can sustain or enhance for further ascent. In detail, a surface air parcel absorbs from the warmed ground, expands due to decreased , and begins to rise while undergoing adiabatic cooling at the dry adiabatic rate. As it ascends, the parcel remains warmer than its surroundings in an unstable environment, sustaining its upward motion until it reaches the lifting level (LCL). Upon saturation at the LCL, release from can enhance if the atmosphere is conditionally unstable, allowing the parcel to continue rising along the moist adiabatic . The dry adiabatic is given by Γd=gcp9.8C/km,\Gamma_d = \frac{g}{c_p} \approx 9.8^\circ \text{C/km}, where gg is the acceleration due to gravity and cpc_p is the specific heat capacity of dry air at constant pressure. In fair-weather conditions, this mechanism generates persistent updrafts in the form of thermals, which are buoyant bubbles of rising air.

Orographic and Frontal Lifting

Orographic lifting occurs when force air masses upward over topographic barriers such as mountains, resulting in adiabatic expansion and cooling as the air rises. This mechanical ascent reduces the air temperature at rates governed by the dry or moist adiabatic lapse rates, typically 9.8°C per kilometer for dry air and about 6°C per kilometer for saturated air, potentially leading to when the is reached and initiating vertical drafts in the form of updrafts. The intensity of this forced ascent is approximated by the vertical velocity w=udhdxw = u \cdot \frac{dh}{dx}, where uu represents the horizontal wind speed and dhdx\frac{dh}{dx} denotes the of the ; this linear relationship highlights how stronger winds or steeper slopes enhance upward motion. Vertical speeds in orographic lifting are thus directly influenced by and , often generating stationary mountain waves on the leeward side that feature alternating updrafts and downdrafts. These waves can contribute to downdraft formation in the lee-side regions through descending air motions. Frontal lifting arises from the convergence of contrasting air masses along weather fronts, where warmer, less dense air is compelled to ascend over cooler, denser air beneath. This synoptic-scale forcing promotes adiabatic cooling and moisture convergence, fostering the development of vertical drafts through sustained upward motion. In warm fronts, the gradual override of air by advancing warm air produces broad areas of forced ascent, while cold fronts involve more abrupt lifting as air wedges under warm air, intensifying vertical velocities.

Role in Atmospheric Phenomena

Thunderstorm Development

Thunderstorms progress through three primary stages in their lifecycle, each dominated by distinct patterns of vertical drafts. In the initial cumulus stage, strong updrafts driven by thermal instability lift warm, moist air parcels, leading to rapid vertical growth and the formation of towering that can evolve into cumulonimbus structures. These updrafts transport low-level moisture aloft, where cooling and release , further intensifying the ascent and building the cloud's anvil and overshooting tops. As the reaches the mature stage, a balance emerges between persistent updrafts and emerging downdrafts, with beginning to form and fall. Updrafts continue to sustain the 's core, but rain and ice particles induce evaporative cooling, generating downdrafts that descend alongside the updrafts, often separated by . These downdrafts spread cool air outward at the surface, forming gust fronts or outflow boundaries that can trigger new convective cells. This stage is marked by intense , including heavy rainfall, , and , as the drafts interact dynamically. In the dissipating stage, downdrafts prevail as the updraft supply of warm, moist air is cut off by the spreading cold outflow and stabilization of the atmosphere. The storm weakens, with vertical motion diminishing and tapering off, though residual downdrafts may persist briefly. Throughout the lifecycle, vertical drafts are central: updrafts fuel growth and formation, while downdrafts facilitate dissipation and boundary propagation. In severe cases, such as thunderstorms, updraft cores can reach speeds approaching 50 m/s, sufficient to loft large hailstones and produce extreme rainfall rates by prolonging hydrometeor in the . The theoretical maximum updraft speed in thunderstorms can be approximated using parcel theory, which relates to vertical acceleration: w2ghΔθθw \approx \sqrt{2 g h \frac{\Delta \theta}{\theta}}
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