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Float

''Float'' is a word with multiple meanings across various fields. In physics, it refers to the state where an object remains on the surface of a without sinking, governed by and (see [[Physical Concepts]]). In mathematics and , a float denotes a for approximate real numbers in (see [[Mathematics and Computing]]). In and , it describes floating exchange rates or the float of shares in markets (see [[Economics and Finance]]). In , a float is an elaborately decorated platform used in parades (see [[Arts and Entertainment]]). Other uses include culinary items like float, devices, and terms like floatplanes (see respective sections).

Physical Concepts

Buoyancy and Floating Objects

refers to the upward force exerted by a on an object immersed in it, opposing the object's weight and arising from differences within the . This force enables objects to float or sink depending on their interaction with the surrounding medium. An object floats when its average is less than that of the , as the buoyant then exceeds or equals the object's , preventing it from sinking. Conversely, if the object's exceeds the 's, the buoyant is insufficient to counteract the , causing the object to sink. This comparison determines : for floating objects, partial displaces a of whose matches the object's . The magnitude of the buoyant force F_b is quantified by the equation F_b = \rho_\text{fluid} \, V_\text{displaced} \, g, where \rho_\text{fluid} is the density of the fluid, V_\text{displaced} is the volume of fluid displaced by the object, and g is the acceleration due to gravity. This relation highlights how displacement directly influences the supportive force in fluids like water or air. Everyday examples illustrate buoyancy effectively. Ships, constructed from dense steel, float because their overall structure displaces a large volume of water, generating a buoyant force equal to the vessel's total weight. Icebergs float in seawater with about 90% submerged, as ice has a density of approximately 0.917 g/cm³ compared to seawater's 1.025 g/cm³. Similarly, helium-filled balloons rise in air because helium's density (0.1786 kg/m³) is far less than air's (about 1.225 kg/m³), resulting in a net upward buoyant force. Observations of floating objects date back to , with ancient Egyptians relying on buoyant reed boats for Nile River as early as 4000 BCE, demonstrating practical understanding of in . Early thinkers, such as around 585 BCE, pondered by proposing that the Earth itself floated on like a disk supported by its "floatiness," linking natural phenomena to fluid support. These early insights laid groundwork for later formalizations, such as .

Archimedes' Principle

states that the upward buoyant force exerted on a body immersed in a is equal to the weight of the displaced by the body. This principle applies whether the body is fully or partially submerged and forms the basis for understanding why objects float or sink in . The principle is attributed to the mathematician , who reportedly discovered it around 250 BCE while bathing in . King Hiero II had commissioned a crown for a and provided the with a specific amount of pure , but suspected the finished contained silver . Tasked with verifying its purity without damaging it, realized in the bath that an object's volume could be measured by the it displaced; he famously ran through the streets shouting "!" upon this insight. By comparing the 's weight to the volume of it displaced—indicating its confirmed the . The principle can be derived from by considering the pressure distribution on an immersed object. The net buoyant force arises from the difference in pressure acting on the object's surfaces, with higher at greater depths. Integrating the hydrostatic p = \rho [g](/page/G) h (where \rho is , [g](/page/G) is , and h is depth) over the object's closed surface yields the vertical component as the weight of the displaced : F_b = \int_S \mathbf{p} \cdot d\mathbf{A} = \rho g V, where V is the volume of displaced fluid and the integral is taken over the surface S, with the horizontal components canceling out. This derivation shows that buoyancy is a consequence of the fluid's equilibrium under gravity, independent of the object's shape. In naval architecture, Archimedes' Principle governs ship design by ensuring the vessel's total weight equals the buoyant force from the displaced seawater volume, allowing steel hulls—denser than water—to float when their overall density is reduced by air-filled compartments. For submarines, ballast tanks are filled or emptied with water to adjust the displaced volume, enabling control of buoyancy: surfacing occurs when tanks are blown with compressed air to expel water and increase V, while diving involves flooding tanks to decrease V and exceed the submarine's weight. A modern extension of the principle facilitates precise density measurements for irregular objects, such as rocks or artifacts, using overflow methods where the object is submerged in a full container, and the volume of overflowed fluid is collected and measured. Density \rho_{obj} is then calculated as mass divided by this displaced volume, providing a non-destructive technique rooted in Archimedes' original approach to the crown.

Mathematics and Computing

Floating-Point Arithmetic

Floating-point arithmetic provides a method for approximating real numbers in computer systems using a finite number of bits, typically divided into fields for the sign, exponent, and (also called ). This representation allows for a wide of values, from very small to very large, by scaling the mantissa with the exponent, unlike fixed-point formats where the point position is rigid. The mantissa holds the significant digits, often normalized to lie between 1 and the base (usually 2 for systems), while the exponent indicates the scale. The IEEE 754 standard, first published in 1985 and revised in 2008 and 2019, formalized binary floating-point arithmetic and became the de facto global standard for such computations in modern processors. It specifies single-precision format using 32 bits: 1 bit for the sign, 8 bits for the biased exponent, and 23 bits for the mantissa fraction (with an implicit leading 1 for normalized numbers, yielding 24 bits of precision). Double-precision uses 64 bits: 1 sign bit, 11 exponent bits, and 52 mantissa bits (53 bits of precision including the implicit 1). The exponent is stored as an unsigned integer biased by 127 for single-precision and 1023 for double-precision to accommodate both positive and negative powers of 2 without a sign bit for the exponent itself; for example, a stored exponent of 128 in single-precision represents an actual exponent of 1 (128 - 127). Special values like zero, infinity, and NaN (Not a Number) are handled via reserved exponent patterns. The value represented by an floating-point number is calculated as (-1)^s \times M \times 2^{E - \text{bias}} where s is the (0 for positive, 1 for negative), M is the interpreted as $1.f(withfthe fractional bits),E$ is the stored exponent, and bias is 127 or 1023 depending on . This formulation enables efficient implementation but inherently approximates most real numbers due to limited . Historically, floating-point concepts emerged in the early 1940s with Konrad Zuse's Z3 computer, completed in 1941, which was the first working programmable digital computer and used binary floating-point arithmetic with a 22-bit word length (including 7 exponent bits and 14 mantissa bits) for relay-based calculations. Subsequent machines, such as the IBM 704 in 1954, introduced mass-produced hardware support for floating-point operations, paving the way for broader adoption in scientific computing. The IEEE 754 standardization in 1985 addressed inconsistencies across systems, ensuring portability and reliability in floating-point results. Basic operations like and follow algorithms that preserve the format while managing approximation. For , the are multiplied (producing a 48-bit result for single-precision), the exponents are added and debiased, the sign is XORed, and the result is normalized (shifted to restore the leading 1) before to fit the length. requires aligning exponents by right-shifting the of the number with the smaller exponent (potentially losing through ), adding or subtracting the , then normalizing and the outcome. These steps introduce errors, as the exact result often exceeds the representable ; mandates to nearest (with ties to even) to minimize , but cumulative operations can amplify errors, leading to in iterative computations like of many terms. For instance, adding a large number to a much smaller one may discard the smaller value entirely due to shifts.

Data Types in Programming

In the evolution of programming languages, early computers predominantly relied on for handling fractional numbers due to hardware limitations, but this shifted toward floating-point representations in the late with the introduction of , which popularized normalized floating-point for scientific computations to better manage varying magnitudes of numbers. By the , floating-point data types became a staple in languages like IV, enabling more flexible numerical simulations and calculations across diverse scales. Modern programming languages implement floating-point data types following standards like for consistent representation, with variations in size and precision to balance performance and accuracy. In C and C++, the float type typically occupies 4 bytes (32 bits), providing approximately 7 decimal digits of precision and a range from about 1.18 × 10⁻³⁸ to 3.4 × 10³⁸. This single-precision format is suitable for applications where memory efficiency is prioritized over exactness, such as graphics rendering. In contrast, Java and Python use double as the primary floating-point type, which spans 8 bytes (64 bits) and offers around 15–16 decimal digits of precision, with a vastly larger range up to approximately 1.8 × 10³⁰⁸, making it ideal for most scientific and engineering tasks requiring higher fidelity. Python's float is implemented as a C double under the hood in , ensuring compatibility with C libraries while inheriting its precision characteristics. In recent years, lower-precision formats such as half-precision ( binary16, 16 bits, with about 3–4 decimal digits and range 5.96 × 10⁻⁸ to 6.55 × 10⁴) and specialized types like bfloat16 (used in for computations) and 8-bit floating-point (FP8) have gained prominence, particularly in and applications for improved efficiency on GPUs and reduced usage, supported in libraries like , , and hardware from and others as of 2025. To illustrate basic usage, consider a simple declaration and arithmetic operation in , which mirrors syntax , , or :
float pi = 3.14159;  // Single-precision approximation
double radius = 5.0; // Double-precision for more accuracy
double area = pi * radius * radius;  // Result: approximately 78.5398
This example highlights how floating-point types store approximations of real numbers, where even a constant like π is rounded to fit the available bits. Despite their utility, floating-point data types introduce several common pitfalls that can lead to subtle errors in programs. occurs when subtracting two nearly equal floating-point numbers, amplifying errors from earlier operations and potentially resulting in a loss of significant digits; for instance, computing the difference between 1.000001 and 1.000000 might yield zero due to limits rather than the expected small . , defined as the smallest positive floating-point number ε such that 1 + ε ≠ 1 in the computer's arithmetic (approximately 2.22 × 10⁻¹⁶ for double ), quantifies this gap and is crucial for understanding tolerance in comparisons or iterative algorithms. Additionally, special values like (Not a Number), arising from operations such as 0/0 or √(-1), and (from overflow like 1/0) propagate through computations and require explicit handling—such as checking isnan() or isfinite() —to avoid invalid results in numerical software. For scenarios demanding exact decimal arithmetic, such as financial calculations where binary floating-point approximations can accumulate errors (e.g., 0.1 + 0.2 ≠ 0.3 exactly), languages provide specialized libraries as alternatives to native floats. In , the decimal module implements arbitrary-precision decimal floating-point arithmetic, allowing users to set precise rounding modes and avoid binary representation issues for base-10 exactness. Similarly, Java's BigDecimal class supports immutable, arbitrary-precision signed numbers, constructed from strings or integers to preserve exact scales during operations like or , which is essential for applications like handling. These alternatives trade computational speed for reliability, often at the cost of 10–100 times slower performance compared to native doubles.

Economics and Finance

Floating Exchange Rates

A is a valuation in which the price of one relative to another is primarily determined by the dynamics in (forex) market, contrasting with fixed exchange rate regimes where governments or central banks the to a specific value or another asset. In this , such as trade flows, investment decisions, and drive fluctuations, allowing currencies to appreciate or depreciate without direct official to maintain a fixed . One key advantage of floating exchange rates is their ability to automatically adjust to economic shocks, such as changes in or prices, which helps restore balances over time by making exports more competitive during depreciations or imports cheaper during appreciations. This flexibility reduces the need for painful domestic policy adjustments, like measures, that are often required under fixed regimes to defend a . Additionally, floating rates promote independence, enabling central banks to focus on domestic goals like control rather than defending targets. The modern era of floating exchange rates emerged following the collapse of the in 1971, when U.S. President suspended the dollar's convertibility into gold, effectively ending the fixed framework established in 1944. This "" led to a period of turmoil, with major currencies like the U.S. dollar and initially floating temporarily, and by March 1973, widespread adoption of floating rates among industrialized nations as attempts to restore fixed parities failed. The shift marked a transition to a more market-driven , with numerous countries, particularly among industrialized nations, operating floating or managed floating regimes by the late 1970s. As of 2023, according to the IMF, approximately 35 countries maintain free floating regimes and 49 have floating arrangements, representing about 44% of member countries, with many others using managed floats. For example, the USD/EUR has exhibited significant fluctuations driven by divergences in rates and between the and the ; during 2022, the euro depreciated sharply against the dollar as the raised rates more aggressively than the to combat higher U.S. , reaching parity levels not seen since 2002. Such movements reflect how higher rates in one region attract capital inflows, strengthening its currency, while elevated erodes and pressures . Although floating rates are market-determined, central banks often engage in occasional interventions to mitigate excessive or address disorderly market conditions, such as selling foreign reserves to support a depreciating during sudden capital outflows. These "managed floats" aim to smooth short-term swings without targeting a specific rate, as seen in interventions by the in 2011 to cap the franc's appreciation amid the . Such actions are typically sterilized—offset by domestic monetary operations—to avoid broader impacts on the money supply.

Float in Stock Markets

In stock markets, the float refers to the number of a company's shares that are available for trading by the public, excluding those held by insiders, major shareholders, or under restrictions such as lock-up agreements. This metric represents the portion of outstanding shares that can be freely bought and sold, providing a key indicator of a stock's availability. The float is calculated by subtracting restricted shares—typically those owned by company officers, directors, or large institutional investors—from the total issued or outstanding shares. For example, if a has 100 million outstanding shares and 20 million are restricted, the float would be 80 million shares. The U.S. Securities and Exchange Commission () defines public float more precisely as the aggregate worldwide number of shares of voting and non-voting common equity held by non-affiliates, often used in regulatory contexts like determining reporting requirements. Historically, the concept of float developed alongside the growth of organized stock exchanges in the , as trading volumes increased and distinctions arose between shares held by founders or insiders and those accessible to the broader public; the , formalized in , marked an early institutionalization of such share trading dynamics. Modern regulations governing float, including disclosure requirements for restricted shares, were established by the under the to promote transparency and protect investors. A related concept is clearance float, which describes the time delay between trade execution and final , during which shares and funds are effectively "floating" in the system; in the U.S., this was shortened to business days in 2017 and further to T+1 effective May 28, 2024, to reduce counterparty risk and improve efficiency. The size of the float significantly impacts stock : a high float generally enhances by allowing more shares to absorb buy and sell orders without large price impacts, thereby reducing , while a low float can lead to heightened price swings due to limited supply. For instance, with floats under 10 million shares are often considered low-float and prone to rapid price movements on moderate trading volume.

Arts and Entertainment

Parade Floats

Parade floats are elaborate, mobile platforms mounted on wheeled , such as trucks or trailers, designed to serve as moving stages in public processions, often decorated with thematic elements like flowers, sculptures, , and lighting to convey stories or celebrate cultural motifs. These structures allow performers, such as dancers or musicians, to participate while the float travels along a route, enhancing the visual spectacle of events like festivals and holidays. The origins of parade floats trace back to medieval Europe, where "pageant wagons" functioned as wheeled stages for religious plays and processions, transporting actors and scenery during community gatherings. In the United States, floats gained prominence during the celebrations in New Orleans, with informal processions featuring decorated carts, including cotton carts, occurring in the 1830s, evolving from French and European carnival traditions brought by settlers, and the first organized parade in 1857 by the Mystick Krewe of Comus. The Tournament of Roses Parade in , further popularized floral floats starting in 1890, when horse-drawn carriages adorned with flowers marked the inaugural event to showcase the region's mild winter climate. Construction of modern parade floats begins with a sturdy base frame made from tubing and plates, powered by gas engines for and , often incorporating hydraulic systems to enable like rotating elements or elevating sections for dramatic effect. The is typically formed using stretched over wooden or PVC frameworks to create shapes, which are then padded with floral foam— a water-absorbent material that supports thousands of fresh flowers glued in place to cover the surface entirely, as required in events like the . Additional embellishments include LED string lights for nighttime visibility and animatronic figures for thematic animation, with volunteer teams spending months assembling these multi-ton creations in specialized workshops. Parade floats hold deep cultural significance as symbols of community identity and festivity, fostering social unity and storytelling in traditions worldwide. In Brazil's , particularly the samba school parades, floats serve as narrative vehicles that depict historical events, , or through elaborate designs, competing for prestige and reinforcing since their introduction in the early . Similarly, in the United States, the uses floats to promote joy and , with giant balloon versions symbolizing American pop and drawing millions annually since 1924. Notable examples include Parade floats featuring iconic pop culture characters, such as the Snoopy balloon atop his doghouse, which has appeared in various iterations since 1968 to represent whimsy and holiday cheer, or the float from 1977, embodying Muppet entertainment. In the Rose Parade, floats like the 2023 "Turning the Page" entry by , adorned with over 40,000 roses and depicting a transforming into a butterfly, highlight themes of hope and renewal using all-natural floral materials.

Music and Media References

In music, the term "float" has inspired numerous titles and themes, often evoking sensations of , freedom, or across genres. One seminal example is the 1977 R&B single "Float On" by , which peaked at number two on the for two weeks and held the number-one spot on the R&B chart for six weeks, blending zodiac sign introductions with smooth harmonies to symbolize effortless connection in relationships. The song's innovative spoken-word structure and crossover appeal marked an early mainstream use of "float" as a for lighthearted romance, influencing and trends. Transitioning to rock and alternative scenes in the late and early 2000s, released the track "Float" on their 2001 , which debuted at number 22 on the and featured the song's introspective lyrics about navigating chaos and disconnection, with Gavin Rossdale's vocals gliding over grunge-infused guitars to convey a sense of surreal detachment. Similarly, Modest Mouse's "Float On," the from their 2004 Good News for People Who Love Bad News, became a breakthrough hit, reaching number 68 on the and topping the Alternative Songs chart for eight weeks while earning a Grammy nomination for Best Song. The track's optimistic yet wry lyrics, describing resilience amid misfortune, captured 's evolution toward accessible anthems of perseverance, propelling the album to platinum status. In the Celtic punk genre, Flogging Molly's 2008 album Float debuted at number four on the , showcasing the band's signature blend of folk and energy through tracks like the title song, which uses "float" to symbolize drifting through life's uncertainties with defiant spirit. The album received critical acclaim for its thematic depth, including explorations of and loss, and solidified the band's role in bridging traditional with modern audiences. By the , "float" appeared in lyrics to denote effortless success or emotional elevation, as in Drake's 2011 track "Headlines" from Take Care, where lines like "They know, they know, they know" paired with floating ad-libs evoke a detached supremacy over industry pressures, contributing to the album's diamond certification. Beyond music, "float" has themed visual media, notably Pixar's 2019 animated short Float, directed by Bobby Rubio, which premiered at the and later streamed on Disney+, portraying a father's protective journey with his levitating son as an for and acceptance, earning praise for its emotional subtlety and inclusive storytelling. In television, the ABC sitcom referenced parade floats in its 2016 episode "Ho-ly K.I.T.T.," where characters attend the Day Parade to see a -themed float, humorously highlighting family enthusiasm for pop culture spectacles. The motif's evolution reflects shifting cultural contexts: from the 1970s' feel-good escapism in R&B to 2000s indie and punk's introspective amid personal turmoil, and into 2010s and media's emphasis on and identity, often tied to chart-topping successes like Modest Mouse's eight-week chart reign or Flogging Molly's top-five album debut, underscoring "float"'s enduring appeal as a symbol of .

Food and Beverages

Root Beer Float

The root beer float is a classic dessert beverage consisting of scooped into a tall and slowly topped with chilled , which causes the to react with the and create a frothy, creamy on top. This simple preparation, typically using one or two scoops of and about 8-12 ounces of per serving, emphasizes the contrast between the cold, dense and the effervescent soda, resulting in a sweet, nostalgic treat often garnished with or a . The float originated in 19th-century soda fountains, with its invention credited to Frank J. Wisner, a gold mine owner and brewer, in August 1893. Inspired by the sight of snow-capped Cow Mountain resembling floating in dark at dusk, Wisner experimented at his Cripple Creek soda fountain by adding to , initially naming the drink the "" after the mountain's appearance. The treat gained widespread popularity during the era (1920–1933) as a non-alcoholic alternative, promoted by root beer chains like A&W, which had opened its first stand in and capitalized on the boom in sodas and drive-in culture. Variations on the float include using or drizzling into the glass for a richer, cocoa-infused version, or substituting ice cream for a caffeinated twist that blends the soda's herbal notes with roasted flavors. Internationally, adaptations like Japan's float—made with bright green melon soda, , and sometimes a preserved cherry—offer a similar fizzy, creamy profile but with a fruitier, less sarsaparilla-based taste, reflecting local soda preferences since the mid-20th century. Nutritionally, a standard root beer float is high in sugar, primarily from the and , contributing to its indulgent appeal but also its limited benefits, with a typical 12-16 serving containing around 300 calories, including significant amounts of added sugars and saturated fats. In culture, the root beer float has become an enduring icon of mid-20th-century diners and drive-ins, evoking leisure and family outings as a staple at soda fountains and fast-food spots from the onward.

Other Culinary Uses

Beyond the classic root beer float, the concept of "float" in culinary contexts extends to techniques where lighter elements are delicately positioned atop denser liquids to create visual and textural contrast. One prominent example is the French dessert known as îles flottantes (floating islands), consisting of poached "islands" served in a pool of custard. Originating in the 17th century with early recipes documented by François-Pierre de la Varenne, the father of classic , this dish evolved through the centuries and was refined by chef in the early 20th century, who incorporated tropical variations in his 1902 publication. In savory applications, the float technique appears in Asian soups, particularly egg drop soup (dànhuātāng), where lightly beaten eggs are slowly poured into , forming wispy, floating strands or ribbons as they cook. This method is a traditional element of with origins dating back to ancient times, possibly the (206 BCE–220 CE). Similar egg floats are used in other Asian broths, such as tamago toji in soups. Modern interpretations incorporate , where is employed to instantly freeze bases, creating ultra-smooth textures for floats that enhance the traditional -based drinks. This technique, popularized in the late 20th century by chefs like , allows for rapid freezing at -196°C, minimizing formation and enabling creative floats with infused flavors that remain buoyant on beverages. Regionally, floats manifest in diverse forms, such as sherry float cocktails, where a layer of is gently floated atop mixed drinks like flips or cobblers for a stratified effect, a practice dating to 19th-century tavern recipes emphasizing 's role in English . In , ras malai, a dessert from the 19th century, features soft chenna () balls that float in thickened, saffron-infused (ras), absorbing flavors while maintaining . Successful preparation of these floats hinges on to ensure elements remain afloat: for meringues, in heated to a gentle simmer (around 80-85°C) prevents and sinking, while whisking egg whites at low speed builds stable foam; in egg drops, the must reach a before adding eggs to promote even dispersion without clumping.

Recreation and Tools

Fishing Floats

Fishing floats, also known as bobbers, are essential devices in that serve as visual indicators for detecting fish bites while maintaining at a desired depth. These lightweight buoys attach to the and float on the water's surface, providing to suspend hooks and below. When a strikes, the float typically dips, tilts, or submerges, alerting the angler to set the hook promptly. The earliest known use of fishing floats dates back to at least the fourth century , with the first detailed written description appearing in the 1496 Treatyse of Fishing with an Angle, which details methods for making floats from or quills for fishing. Modern floats emerged in the mid-20th century, coinciding with the rise of synthetic materials in tackle manufacturing, replacing traditional natural options for greater durability and affordability. In recent years, electronic fishing floats equipped with LED lights and sensors to detect bites have become available, providing visual or app-based alerts, particularly useful for night fishing. Fishing floats come in two primary types: fixed and slip. Fixed floats, often clip-on or spring-loaded, attach securely to the line at a set position, ideal for shallow waters or precise depth control up to about 6 feet. Slip floats, by contrast, slide freely along the line until stopped by a or , allowing easy adjustment for deeper presentations—typically 8 to 20 feet—without re-rigging, which makes them versatile for varying conditions. Materials vary to suit sensitivity and durability; provides natural and subtle action for , while or quills offer lightweight, responsive indicators for finicky bites in clear . Plastic versions, molded from high-impact polymers, resist waterlogging and are common in contemporary setups for their bright visibility and robustness. The core function of a fishing float is to balance buoyancy against the weight of the bait, line, and sinkers, ensuring the bait hovers at the target depth while remaining detectable. Buoyancy is tuned by selecting a float size and material that matches the rig's total weight—smaller, lighter floats (e.g., 1-2 grams) for delicate presentations, and larger ones (up to 10 grams) for heavier baits in current. Upon a strike, the float's movement—submersion or sideways tip—signals the angler, as the fish's pull overcomes the float's neutral position. This setup prevents bait from drifting too deep or shallow, increasing strike detection in low-visibility conditions. In techniques like stillwater angling, floats excel for targeting suspended fish such as crappie or walleye in lakes, where a slip float rig allows probing stratified depths. For fly fishing in stillwaters, a float acts as an indicator in nymphing setups, suspending weighted flies beneath a tapered leader to mimic drifting insects. A basic slip float setup involves threading the line through the float, followed by a bobber stop (rubber bead and knot) to set depth, a small split-shot sinker 12-18 inches above the hook, and bait or fly at the end—ensuring the float sits half-submerged for sensitivity.
Line (main) --> Slip Float --> Bobber Stop (bead + knot) --> Split Shot (1-2) --> Leader (12-24") --> Hook/Bait/Fly
This configuration, adjustable via the stop, facilitates casts up to 50 feet and quick depth changes (e.g., from 5 to 15 feet) during a session. In competitive fishing tournaments, regulations often govern tackle to promote fairness, with organizations like the International Game Fish Association (IGFA) imposing general limits on line class and rod components. Some specialized match angling events may include restrictions on float sizes to ensure equitable competition. Local bass or crappie tournaments may enforce uniform tackle inspections.

Construction and Plumbing Tools

In construction and plumbing, a float is a fundamental used for smoothing and leveling surfaces during the application of , , or . The plasterer's float, typically a flat rectangular tool with a wooden or rubber pad attached to a handle, is employed to apply, spread, and finish or on walls and ceilings, ensuring an even, compact surface free of marks. Wooden versions provide a textured finish suitable for initial coats, while rubber pads offer flexibility for smoother, more polished results on finer layers. The float serves a similar purpose in work, featuring a made of magnesium, , or to trowel and smooth wet surfaces, which helps embed and prevent surface cracks by promoting uniform and curing. Magnesium blades, prized for their lightweight durability and ability to retain air in the mix, are particularly effective for large-scale pours, while options absorb excess to avoid overworking the surface. These tools trace their origins to ancient construction practices, where wooden implements were used for applying lime-based stuccos; Vitruvius's outlined recipes for smooth plaster finishes. By the , with the invention of in 1824 and the standardization of techniques, floats evolved into more precise instruments tailored for industrial-scale building, enabling consistent finishes on expansive surfaces. Key techniques involve the bull float for initial leveling on large areas, where the tool is pushed and swept in overlapping arcs to flatten the surface, fill voids, and draw up the paste (or "") without sealing it prematurely, thus aiding proper and crack prevention. For detailed finishing, the hand float is then used in similar sweeping motions after edging, providing precise control to eliminate coarseness and achieve a uniform texture before final troweling. Proper maintenance extends tool life and ensures performance; after each use, floats should be cleaned with and a mild to remove residue, then dried thoroughly and stored in a moisture-free to prevent on metal components or degradation of wooden and rubber parts. Safety considerations include selecting floats with ergonomic handles that reduce wrist strain during repetitive motions, helping mitigate repetitive strain injuries common in trades.

Transportation

Floatplanes

Floatplanes are a type of equipped with buoyant pontoons or floats mounted beneath the , replacing traditional wheeled to enable on surfaces. These , often derived from conventional planes, feature streamlined pontoons that provide hydrodynamic during water operations, with some designs incorporating retractable wheels within the floats for amphibious capabilities, allowing transitions between water and land without external modifications. The pontoon contrasts with flying boats, which integrate a hull-shaped directly for , emphasizing the floatplane's modular approach for versatility in diverse environments. The development of floatplanes began in the early 1910s, pioneered by American aviation innovator , who achieved the first successful powered flight in the United States on January 26, 1911, using a modified fitted with floats. Curtiss's experiments, including the 1911 Model D with a central float and outrigger pontoons, laid the groundwork for practical water-based aviation, advancing designs for naval applications. During , floatplanes played a crucial role in maritime patrols, reconnaissance, and search-and-rescue missions; for instance, U.S. Navy scout floatplanes like the were catapult-launched from cruisers to spot enemy submarines and surface vessels, extending over-the-horizon visibility. Postwar, floatplanes evolved into modern bush planes, such as the and DHC-6 Twin Otter on floats, optimized for rugged, short takeoff and landing () performance in remote terrains. Operational challenges for floatplanes include managing water conditions, such as waves that can cause porpoising or instability during , requiring pilots to maintain precise and to avoid structural on the pontoons. Beaching gear—temporary wheeled dollies attached to the floats—facilitates pulling the ashore on sandy or gravel beaches, preventing hull damage and enabling in areas without docks, though improper use can lead to gear entanglement in soft substrates. A representative example is the equipped with floats, a popular choice for its robust six-cylinder engine and payload capacity of around 900 pounds, which handles rough water better than lighter trainers but demands vigilant pre-flight inspections of float struts and water rudders. One primary advantage of floatplanes is their ability to access isolated regions without established runways or infrastructure, making them indispensable for delivering supplies, conducting surveys, or supporting emergency services in archipelagos and wilderness areas. In modern applications as of 2025, floatplanes remain vital in and , where they facilitate and charters; operators like those at Tikchik Narrows Lodge use Beavers and 206s on floats to reach remote lakes for fly-in fishing trips targeting and , covering hundreds of square miles in the . Similarly, in , charters such as those from Gangler's North Seal River Lodge employ float-equipped aircraft for multi-day excursions to fly-in lodges, providing efficient over roadless terrains while adhering to updated environmental regulations for and disturbance.

Floatation in Vehicles

Floatation in vehicles refers to the use of buoyancy principles to enable operation on water, primarily through watertight designs, foam materials, and strategic weight distribution in amphibious cars, boats, and military transports. Early experiments in amphibious vehicle design date back to the late 18th and early 19th centuries, with American inventor Oliver Evans constructing the Oruktor Amphibolos in 1805, a steam-powered dredger capable of land and water travel that demonstrated basic buoyancy via its hull displacement. Post-World War II military applications advanced floatation significantly, exemplified by the , a 2.5-ton six-wheel-drive amphibious developed by in 1942 and produced through 1945 for ferrying supplies and troops from ships to beaches during invasions like . Over 21,000 units were built, featuring a watertight and for seamless land-to-water transitions, providing critical logistical flexibility in amphibious operations. In civilian contexts, the Amphicar Model 770, produced from 1961 to 1968 in , represented a consumer amphibious car with a watertight body, double-seal doors, and twin propellers driven by a 43-horsepower engine, allowing it to achieve 7 knots on water despite modest land performance. These designs relied on to support vehicle weight, preventing submersion during water travel. For small boats and recreational craft, floatation is mandated by U.S. regulations to ensure unsinkability, requiring foam-filled hulls in vessels under 20 feet to provide level flotation even when swamped. These standards, outlined in the Boat Builder's Handbook, specify that closed-cell must occupy sufficient volume—typically 15-20% of displacement—to generate exceeding the boat's weight plus maximum load, distributed in compartments to maintain and prevent . In terms, buoyant materials like are strategically placed low in the and bilges to lower the center of , enhancing for roll on water, as detailed in military design handbooks for wheeled amphibians. This distribution counters hydrodynamic forces, ensuring the vehicle remains upright under wave action or uneven loading. Modern innovations build on these principles with electric and enhanced resistance. The WaterCar EV, introduced in the 2020s, is a street-legal electric amphibious vehicle with a watertight and battery-powered props, achieving 5-7 on water while complying with road standards. Similarly, the Yangwang U8 electric , launched in , features four electric motors and retractable propellers for brief water traversal, using its sealed body for in emergencies like . For unmanned systems, amphibious drones such as the miniaturized UAV developed in integrate buoyant composites for air-water transitions, enabling autonomous surveillance in marine environments. In flood-prone areas, vehicle from air-filled tires provides temporary flotation—up to 0.3-0.5 meters of water depth—before hydrodynamic destabilizes the , as analyzed in studies of submerged vehicle forces. These advancements prioritize lightweight, distributed foam and sealed compartments for dual-domain stability without compromising land mobility.

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