Fact-checked by Grok 2 weeks ago

Redfield ratio

The Redfield ratio, or Redfield stoichiometry, is the canonical atomic ratio of carbon (C), nitrogen (N), and phosphorus (P) in marine phytoplankton, empirically determined as C:N:P = 106:16:1, which is also reflected in the average composition of dissolved inorganic nutrients throughout the ocean's water column.^[1] This ratio encapsulates the elemental balance required for phytoplankton growth and the subsequent remineralization of organic matter, linking biological productivity at the surface to nutrient regeneration in the deep sea.^[2] Discovered through pioneering analyses by American oceanographer Alfred C. Redfield, the ratio emerged from his 1934 study of nitrate and phosphate distributions across the Atlantic, Pacific, and Indian Oceans, where he observed a consistent N:P ratio of approximately 15–20:1 in deep waters and plankton biomass.^[3] Redfield expanded this insight in his seminal 1958 paper, presenting the full atomic ratio including carbon as C:N:P = 106:16:1 and arguing that biological processes—such as nitrogen fixation by diazotrophs and the stoichiometric demands of phytoplankton—actively regulate the ocean's chemical environment to maintain these proportions over geological timescales, rather than relying solely on physical or geological inputs.^[1] This ratio was further elaborated in a 1963 collaboration with colleagues, solidifying its role as a fundamental constant in marine science.^[4] The Redfield ratio underpins models of ocean biogeochemistry, informing predictions of nutrient limitation, phytoplankton blooms, and carbon export to the deep ocean, with implications for global climate regulation through the biological pump.^[2] While real-world deviations occur—such as elevated C:P ratios in nutrient-poor subtropical gyres or variable N:P in response to light and temperature—it persists as an emergent property of microbial community dynamics and nutrient recycling, influencing everything from ecosystem stability to human impacts like eutrophication.^[3] Ongoing research continues to explore its biochemical origins and sensitivity to environmental change, highlighting its enduring relevance in understanding Earth's largest ecosystem.^[4]

Historical Development

Discovery by Alfred Redfield

Alfred C. Redfield, a pioneering American oceanographer affiliated with Harvard University and the Woods Hole Oceanographic Institution, made foundational observations on nutrient stoichiometry in seawater during the late 1920s and early 1930s. Drawing on samples collected aboard the research vessel RV Atlantis—the first dedicated oceanographic ship in the United States—he analyzed dissolved nitrate, phosphate, and oxygen concentrations from depths across multiple ocean basins. These expeditions focused on the western Atlantic, including the Sargasso Sea and Gulf Stream, but Redfield incorporated complementary data from the global Dana expeditions (1928–1929) organized by the Carlsberg Foundation, which spanned the Atlantic, Pacific, Indian, and Barents Seas, as well as the South Atlantic (55°–62°S).^[5]^[3] This work built upon early 20th-century oceanographic efforts in Europe, particularly the nutrient and plankton studies by Swedish researcher Otto Pettersson, who, alongside Per Teodor Cleve, pioneered correlations between plankton composition and seawater chemistry in Scandinavian waters during the 1890s and 1900s. Pettersson's investigations into hydrographic variability and nutrient distributions in the Baltic and North Seas provided a conceptual framework for linking biological and chemical processes in marine environments. Redfield's analyses revealed a striking consistency in the ratios of nitrate to phosphate in deep ocean waters below 1,000 meters, where biological activity is minimal and nutrients accumulate uniformly.^[6]^[5] In his 1934 publication, On the Proportions of Organic Derivatives in Sea Water and Their Relation to the Composition of Plankton, Redfield proposed that the average molar ratio of nitrogen to phosphorus (N:P) in these deep waters approximated 20:1, reflecting the stoichiometric balance maintained by the oxidation of organic matter throughout the water column. He noted that this ratio aligned closely with earlier regional estimates, such as H.W. Harvey's 10:1 observation in the English Channel, but global data from diverse basins supported a higher, more representative value. This discovery highlighted the uniformity of nutrient proportions across vast oceanic scales, suggesting a biological control mechanism akin to the elemental composition of plankton.^[5]^[3] Redfield later refined his estimate to a canonical N:P ratio of 16:1 in subsequent work, incorporating carbon to yield the extended C:N:P proportions of 106:16:1, which became a cornerstone for understanding marine biogeochemical cycles. His 1934 findings, derived from painstaking chemical assays of expedition samples, marked a pivotal shift in oceanography toward integrating biology with nutrient chemistry.^[3]

Early Observations and Analyses

The Challenger expedition (1872–1876) represented a pivotal early effort in systematic oceanographic sampling, collecting thousands of seawater samples that were subsequently analyzed by William Dittmar for their chemical composition, including traces of organic constituents that foreshadowed later nutrient investigations.^[7] These analyses, published in the expedition reports, established baseline data on seawater chemistry but did not yet include direct measurements of inorganic nutrients like phosphate or nitrate due to methodological constraints at the time.^[8] In the 1890s, Swedish oceanographer Otto Pettersson advanced hydrographic surveys in the Baltic Sea and North Sea, documenting irregular distributions of chemical properties—such as oxygen and salinity—between nutrient-impoverished surface waters and more uniform deep waters, suggesting underlying biological influences on water column structure.^[9] Pettersson's work, including gasometric analyses for oxygen and carbon dioxide, highlighted seasonal variations and vertical gradients that implied nutrient cycling, though direct quantification of phosphate and nitrate remained elusive owing to the lack of sensitive assays. The 1920s marked the advent of direct nutrient measurements, with W. R. G. Atkins pioneering colorimetric assays for phosphate in coastal waters off Plymouth, England, revealing pronounced depletions in surface layers during summer and enrichments in deeper strata, patterns attributed to biological uptake and remineralization.^[10] Similar distributions for nitrate were observed in contemporaneous studies, underscoring consistent vertical profiles across regions. Researchers during this period, building on oxygen deficit data, hypothesized that deep-ocean nutrient accumulation resulted from the oxidative regeneration of sinking organic matter from surface productivity, a process linking biological activity to chemical gradients.^[11] Early analytical methods, particularly Atkins' colorimetric phosphate determinations involving phosphomolybdate complex formation, were groundbreaking but limited by interferences from silicates and arsenates, as well as challenges in detecting trace levels below 0.1 μM without contamination, which introduced variability in vertical profile estimates and initial nutrient comparisons.^[12] These constraints influenced the scatter in early data, prompting later syntheses like Redfield's integration of expedition records to discern broader patterns.

Core Concepts

The Canonical Ratio

The canonical Redfield ratio refers to the atomic proportion of carbon to nitrogen to phosphorus (C:N:P) in marine organic matter, established as 106:16:1. This ratio, by weight, approximates 41:7.3:1, reflecting the relative masses of these elements in typical phytoplankton biomass.^[13]^[14] This canonical ratio was derived from empirical measurements of the average elemental composition in phytoplankton biomass, particularly sestonic particulate organic matter in the Atlantic Ocean, which closely matched the ratio of dissolved inorganic nitrate to phosphate observed in deep ocean waters.^[13] The similarity suggested a biological control mechanism, where nutrient uptake by surface phytoplankton and subsequent remineralization in deeper layers maintain this balance across the ocean.^[15] The stoichiometric balance underlying the ratio is captured in the equation for organic matter production (photosynthesis) or its reverse (aerobic respiration):

$106\ \ce{CO2} + 16\ \ce{HNO3} + \ce{H3PO4} + 122\ \ce{H2O} \rightleftharpoons (\ce{CH2O})_{106}(\ce{NH3})_{16}(\ce{H3PO4}) + 138\ \ce{O2}

This formulation represents the idealized chemical transformation, with the left side indicating nutrient assimilation and the right side denoting organic matter formation and oxygen release (or vice versa for respiration).^[16] Importantly, the Redfield ratio embodies a stoichiometric average across marine ecosystems rather than a rigid composition for individual cells or species, arising from the collective dynamics of phytoplankton communities.^[13]

Biochemical and Oceanographic Basis

The Redfield ratio emerges from the stoichiometric requirements of phytoplankton, which constitute the primary producers in marine ecosystems and dictate the elemental composition of organic matter exported to deeper waters. Phytoplankton cells incorporate carbon, nitrogen, and phosphorus in proportions that reflect the macromolecular building blocks essential for growth, such as proteins (rich in nitrogen, comprising 65–85% of cellular N), nucleic acids (containing both N and P, with RNA and DNA contributing significantly to P pools), phospholipids (P-containing lipids), and carbohydrates (carbon-rich but lacking N and P). Under nutrient-replete conditions, these components yield cellular C:N:P ratios where N:P typically ranges from 5:1 to 19:1, C:N from 3:1 to 17:1, and C:P from 27:1 to 135:1, often aligning closely with the canonical oceanic average due to balanced synthesis of these biomolecules.^[17] This uptake during photosynthesis in surface waters establishes the ratio in particulate organic matter, which phytoplankton export through grazing, viral lysis, and direct sinking, thereby imprinting it on the broader ocean nutrient inventory.^[18] Oceanographic processes sustain this ratio through efficient nutrient recycling and conservative transport. In deep waters, bacterial decomposition of sinking organic detritus regenerates dissolved inorganic nutrients—carbon as bicarbonate, nitrogen as nitrate, and phosphorus as phosphate—in proportions approximating the original planktonic stoichiometry, as oxidation reactions preserve the embedded elemental balance.^[11] Phosphorus exhibits a long oceanic residence time of approximately 70,000 years, reflecting its conservative behavior and minimal removal via sedimentation, while nitrogen's shorter residence time of about 3,000 years arises from more dynamic biological transformations, yet both contribute to stable deep-water concentrations that mirror surface export. Vertical mixing, driven by thermohaline circulation and upwelling, redistributes these regenerated nutrients back to the photic zone over millennial timescales, preventing depletion and maintaining the ratio's persistence across ocean basins.^[19]^[20] Biotic feedback loops further regulate nitrogen availability to align with phosphorus-limited conditions, ensuring the ratio's homeostasis. Nitrogen fixation by diazotrophic organisms, such as Trichodesmium, introduces bioavailable nitrogen when nitrate is depleted relative to phosphate, counteracting losses and restoring N:P toward the canonical value of 16:1. Conversely, denitrification in oxygen minimum zones removes excess nitrogen as N₂ gas, preventing N accumulation and keeping nitrate proximate to the Redfield proportion with phosphate. These microbial processes, responsive to nutrient imbalances, operate as a regulatory mechanism that couples the nitrogen cycle to phosphorus scarcity, stabilizing the overall stoichiometry despite variable inputs.^[15]^[21] The sinking of organic particles ensures congruence between surface phytoplankton composition and subsurface nutrient ratios by facilitating direct export and remineralization. These particles, formed from phytoplankton biomass, descend through the water column, where partial dissolution and bacterial degradation in the mesopelagic zone release nutrients in Redfield-like proportions, enriching deep waters without significant fractionation. This vertical flux, varying by latitude but consistently tied to planktonic C:N:P, links euphotic zone production to abyssal nutrient reservoirs, perpetuating the ratio's uniformity.^[22]

Applications in Science

In Marine Biogeochemistry

In marine biogeochemistry, the Redfield ratio serves as a fundamental stoichiometric tool for tracing nutrient cycles, particularly by quantifying the uptake and remineralization of carbon, nitrogen, and phosphorus in oceanic ecosystems. Scientists apply it to estimate export production by measuring nutrient deficits in surface waters relative to deeper reservoirs, where the ratio assumes that phytoplankton consume nutrients in the canonical 106:16:1 proportions during primary production. For instance, the nitrate deficit (ΔNO₃⁻) in the euphotic zone, when multiplied by the Redfield C:N ratio of approximately 6.6, yields an estimate of new production—the fraction of primary production supported by "new" nutrients like nitrate that can be exported as sinking organic matter. This approach has been pivotal in assessing the biological pump's efficiency, revealing that export production accounts for about 10-20% of total primary production in many regions.^[23] The ratio's constraints also enable calculations of primary productivity and organic carbon export to the deep sea, linking surface nutrient drawdown to subsurface carbon sequestration. By assuming stoichiometric balance, researchers convert observed phosphate or nitrate utilization into equivalent carbon fluxes; for example, a 1 μmol kg⁻¹ phosphate deficit implies roughly 106 μmol kg⁻¹ carbon fixation and potential export if not remineralized locally. This method underpins estimates of the ocean's role in global carbon cycling, with global new production inferred at around 10-15 Gt C yr⁻¹ based on nutrient inventories and Redfield stoichiometry. In the deep ocean, remineralization ratios close to Redfield values (e.g., C org:P ≈ 120-150) indicate that exported organic matter largely retains planktonic composition during descent, facilitating accurate flux reconstructions from sediment trap data.^[24]^[25] Integration of the Redfield ratio into global models, such as those from the GEOTRACES program, enhances understanding of nutrient distributions and ocean ventilation by normalizing trace element data to macronutrients like phosphate. In GEOTRACES syntheses, deviations from Redfield N:P ratios (e.g., via the N* tracer, defined as [NO₃⁻] - 16[PO₄³⁻]) reveal imbalances in the nitrogen cycle, such as excess phosphate in denitrification zones or nutrient surpluses from nitrogen fixation, which influence water mass mixing and ventilation rates. These models simulate how ventilation transports nutrients from deep remineralization sites to the surface, maintaining near-Redfield ratios in ventilated waters. For example, in the Atlantic Ocean, deep-water N:P ratios consistently hover around 14.5-15:1, reflecting efficient mixing of North Atlantic Deep Water with remineralized signals that align closely with the canonical ratio, as observed in long-term time-series like the Bermuda Atlantic Time-series Study (BATS).^[26]^[27]^[28]

In Ecosystem Management and Modeling

The Redfield ratio serves as a foundational assumption in numerical models of marine ecosystems, particularly for predicting nutrient limitation and primary production dynamics. In nutrient-phytoplankton-zooplankton-detritus (NPZD) models, the canonical 16:1 N:P ratio is often fixed to represent stoichiometric constraints on phytoplankton growth, enabling simulations of nutrient uptake and export under varying environmental conditions.^[29] For instance, these models incorporate the Redfield ratio to balance carbon, nitrogen, and phosphorus cycles, forecasting scenarios where deviations from the ratio signal phosphorus or nitrogen limitation, which influences overall ecosystem productivity and food web structure.^[30] Such applications are critical for hindcasting historical changes in plankton communities and projecting responses to altered nutrient inputs.^[31] In eutrophication management, the Redfield ratio provides a benchmark for evaluating nutrient imbalances that drive harmful algal blooms. Assessments of Mississippi River nutrient loads into the Gulf of Mexico, for example, reveal that historical N:P ratios exceeding 16:1 have promoted nitrogen-fueled phytoplankton proliferation, exacerbating seasonal hypoxia and blooms of species like Karenia brevis.^[32] By comparing riverine inputs—often with N:P ratios fluctuating from 10:1 to over 50:1 against the Redfield ideal—managers identify phosphorus as a potential control point to mitigate bloom intensity and oxygen depletion in coastal shelves.^[33] These analyses inform targeted reductions in agricultural runoff, as modeled in EPA assessments showing that nutrient load reductions can significantly decrease the extent of hypoxic areas.^[34] Climate models leverage the Redfield ratio to simulate stoichiometric shifts under global warming, acidification, and deoxygenation. Projections indicate that altered remineralization rates could deviate phytoplankton C:N:P from 106:16:1, amplifying carbon export inefficiencies and expanding oxygen minimum zones in equatorial regions by 2100.^[35] In Earth system models, fixed Redfield stoichiometry helps quantify how phosphorus scarcity in acidified waters reduces nitrate drawdown, exacerbating deoxygenation through weakened biological pumps.^[36] These insights guide forecasts of biodiversity loss in vulnerable ocean basins, emphasizing the ratio's role in coupling nutrient cycles to climate feedbacks.^[14] Policy frameworks, such as the European Union's Water Framework Directive (WFD), integrate Redfield-based thresholds for coastal nutrient management to achieve good ecological status. The directive sets guidelines for winter N:P ratios around 16:1 to prevent eutrophication, with member states monitoring deviations to enforce phosphorus limits in phosphorus-limited systems.^[37] For example, OSPAR assessments under the WFD use elevated N:P ratios relative to Redfield as indicators of anthropogenic pressure, informing restoration targets in coastal zones.^[38] This stoichiometric approach ensures balanced nutrient criteria across diverse coastal habitats, prioritizing preventive measures over reactive interventions.^[39]

Variations and Deviations

Observed Deviations in Natural Systems

A comprehensive analysis of particulate organic matter from ocean cruises and time-series stations between 1970 and 2010 revealed a global median C:N:P ratio of approximately 163:22:1, deviating from the canonical Redfield ratio of 106:16:1.^[40] This median reflects elevated carbon and nitrogen relative to phosphorus, particularly pronounced in oligotrophic gyres where nutrient scarcity influences plankton stoichiometry.^[40] Latitudinal patterns show distinct deviations, with N:P ratios averaging around 18:1 in nutrient-rich equatorial upwelling zones, slightly higher than the canonical 16:1, due to the prevalence of diatoms and other large-celled phytoplankton.^[41] In contrast, stratified subtropical waters exhibit higher N:P ratios of about 28:1, exceeding the Redfield benchmark as smaller prokaryotic cells dominate in these phosphorus-depleted environments.^[41] Temporal variations occur on seasonal scales, especially during phytoplankton blooms, where N:P ratios can fluctuate widely from as low as 6:1 under phosphorus excess to over 60:1 under nitrogen limitation, reflecting shifts in nutrient availability and community composition.^[42] In the iron-limited regions of the Southern Ocean, such as the Pacific sector, observed N:P utilization ratios average 13:1, notably lower than the canonical value, as iron co-limitation with macronutrients alters nutrient drawdown by phytoplankton assemblages.^[43]

Factors Causing Variations

Biological factors contribute significantly to deviations from the canonical Redfield ratio through species-specific elemental quotas, variations in growth rates, and luxury uptake mechanisms. Different phytoplankton taxa exhibit distinct stoichiometric compositions; for instance, diatoms typically maintain higher silicon-to-nitrogen ratios compared to coccolithophores, which prioritize carbon allocation for calcification, leading to altered C:N:P balances under similar nutrient conditions.^[44] Growth rates inversely affect nutrient quotas, with faster-growing cells showing lower N:P ratios as they prioritize rapid division over storage, a pattern observed across multiple phytoplankton species under nutrient-replete conditions.^[45] Luxury uptake occurs when phytoplankton, particularly under transient nutrient pulses, accumulate excess phosphorus beyond immediate growth needs, elevating cellular P quotas and shifting N:P ratios below the canonical 16:1. Chemical influences, such as trace metal limitations and pH-driven changes in nutrient speciation, further disrupt stoichiometric homeostasis. Iron co-limitation in high-nutrient, low-chlorophyll regions increases N:P uptake ratios by reducing phosphorus allocation in non-diazotrophic phytoplankton, as iron is essential for various enzymatic processes. Variations in pH affect the speciation of nutrients like phosphate and ammonium, influencing their bioavailability; lower pH increases free phosphate availability, promoting higher P uptake and deviating C:P ratios from Redfield proportions in coastal systems. Physical drivers, including light intensity, temperature, and water column stratification, modulate cellular resource allocation and thus elemental ratios. High light intensity enhances carbon fixation via increased Rubisco activity, elevating C:N and C:P ratios as phytoplankton allocate more biomass to carbohydrates under excess irradiance.^[46] Elevated temperatures accelerate metabolic rates, increasing N:P ratios by reducing cellular phosphorus content and promoting shifts toward smaller cells with lower elemental quotas.^[47] Stratification reduces nutrient mixing, leading to surface-layer phosphorus depletion and luxury N uptake, which imbalances N:P toward higher values during stable thermal conditions.^[48] Interactions such as grazing and viral lysis selectively alter particulate matter stoichiometry by differential element removal. Zooplankton grazing, particularly by species like copepods, preferentially consumes phosphorus-rich phytoplankton, releasing nitrogen-enriched waste and elevating N:P in the remaining seston. Viral lysis lyses host cells unevenly, releasing labile organic matter with non-Redfieldian ratios—often P-depleted—shunting nutrients toward bacterial remineralization and disrupting overall C:N:P export from the euphotic zone. Recent studies as of 2023 indicate that ongoing climate warming may amplify these deviations by further elevating N:P ratios globally through temperature-driven physiological changes.^[14]

Modern Extensions and Perspectives

Extended Elemental Ratios

The Redfield ratio, originally defined for carbon, nitrogen, and phosphorus, has been extended to incorporate additional elements essential for specific phytoplankton physiologies and biogeochemical processes in marine environments. These extensions account for the stoichiometric demands of major phytoplankton groups, such as diatoms, and trace metals that influence productivity in nutrient-limited regions. By integrating elements like silicon, iron, oxygen, and sulfur, researchers can better model nutrient cycling, phytoplankton growth, and carbon export. For diatoms, which dominate silica-based primary production through the formation of siliceous frustules, the canonical C:N:P ratio is augmented with silicon, yielding an approximate stoichiometry of C:N:P:Si ≈ 106:16:1:15–20. This extension reflects the near 1:1 atomic incorporation of silicon and nitrogen during nutrient-replete growth, with silicon quotas varying interspecifically and influenced by factors like cell size and light regime; smaller nanoplankton diatoms exhibit lower Si:C ratios (≈0.09) compared to larger netplankton (≈0.15). The range of 15–20 for Si:P arises from empirical measurements across diverse diatom species, enabling accurate estimation of biogenic silica flux in ocean models.^[49]^[50] Iron, a critical trace metal for enzymes in photosynthesis and nitrogen assimilation, is included in extensions particularly relevant to high-nutrient, low-chlorophyll (HNLC) regions where iron limits phytoplankton blooms despite abundant macronutrients. The extended ratio is C:N:P:Fe ≈ 106:16:1:0.001–0.1, with Fe:P varying by an order of magnitude due to bioavailability and species-specific quotas; typical values cluster around 0.0075 under replete conditions. In HNLC areas like the Southern Ocean, lower Fe incorporation (closer to 0.001) constrains diatom and other phytoplankton growth, amplifying the role of aeolian dust and upwelling in iron supply.^[51] The linkage to oxygen extends the ratio to remineralization processes, where respiration of organic matter consumes oxygen in a stoichiometric proportion of O₂:C ≈ -138:106, equivalent to an -O₂:C molar ratio of approximately 1.3.^[52] This value, derived from field observations of nutrient and gas anomalies, facilitates estimates of organic carbon degradation rates in the water column and sediments, balancing production and respiration in global carbon budgets. Preliminary extensions to sulfur and other trace elements address their roles in algal metabolism, such as in sulfur-containing amino acids and vitamins; for certain green algae and other eukaryotes, C:N:P:S ≈ 106:16:1:0.9 has been reported based on cellular quotas.^[53] These ratios vary by taxon, with diatoms and coccolithophores showing higher S incorporation relative to phosphorus than green algae, informing models of sulfur cycling in phytoplankton-dominated ecosystems.

Recent Developments and Challenges

Recent studies from 2025 indicate that ocean warming and increased stratification are driving shifts in nutrient ratios, particularly in subtropical gyres, where carbon-to-nitrogen (C:N) ratios in surface waters are increasing due to enhanced carbon fixation and reduced nutrient upwelling.^[54] A comprehensive analysis of over 56,000 organic samples and 389,000 nutrient measurements spanning 1971–2020 revealed that phytoplankton C:P and N:P ratios have risen, signaling phosphorus limitation, while C:N ratios remain stable owing to stoichiometric homeostasis amid broader transformations.^[55] These changes challenge the fixed Redfield ratio assumption, as dissolved C:N and C:P ratios decrease with depth due to preferential carbon loss and microbial remineralization, with N:P ratios rising in deeper layers.^[54] Applications of Redfield-inspired stoichiometry have extended to freshwater and inland waters, where biological control often yields higher C:N:P ratios than the marine canonical value, averaging around 200:20:1 in lake seston influenced by water residence time.^[56] In tropical semi-arid lakes with extended residence times, microorganisms like bacteria exhibit ratios such as ~320:34:1, actively mining nutrients from dissolved pools and adjusting biomass stoichiometry per the Growth Rate Hypothesis, leading to decreased C:N and C:P in particulate fractions.^[57] Updates through 2025 confirm that under nitrogen limitation, seston aligns closer to Redfield proportions, but phosphorus-limited conditions deviate toward higher ratios, underscoring residence time as a key modulator of elemental balance in these systems.^[58] Geologic and evolutionary analyses reveal long-term controls on phytoplankton composition, with elemental ratios evolving from elevated Paleozoic levels (C:P ~130–230, N:P ~20–30) to modern Redfield values over 550 million years, driven by cooling climates and rising seawater phosphate from continental weathering and tectonic shifts.^[59] The expansion of land plants in the middle to late Paleozoic (400–350 Ma) and Pangaea's breakup in the Late Triassic to Early Jurassic (∼200 Ma) enhanced nutrient delivery, favoring nutrient-efficient phytoplankton lineages and influencing marine ecosystem evolution across geological epochs.^[59] Key challenges persist in fully integrating microbial contributions, such as bacterial remineralization altering ratios, and climate feedbacks that amplify stratification and nutrient trapping, necessitating a shift from fixed Redfield models to dynamic stoichiometric frameworks for accurate predictions of carbon cycling and ecosystem responses.^[54] Flexible models incorporating variable uptake, as demonstrated in 2024 simulations, show phytoplankton optimizing phosphorus use under changing conditions, but gaps remain in resolving microbial-nutrient interactions for robust climate projections.^[60] These limitations highlight the need for ongoing empirical data to refine Earth system models beyond static ratios.^[61]

References

[1]
None
### Key Sections on Ratios of Carbon, Nitrogen, Phosphorus
[2]
Regulation of Redfield ratios in the deep ocean - AGU Journals - Wiley
Jan 23, 2015 · The Redfield ratios are one of the key foundations of ocean biogeochemistry [Falkowski, 2000]. Although local limiting conditions and ...
[3]
Eighty years of Redfield | Nature Geoscience
Nov 27, 2014 · The Redfield ratio could arise from the partitioning of nutrient resources during growth and protein synthesis. Maybe physiology only governs ...Missing: primary | Show results with:primary
[4]
[PDF] Element Stoichiometry, New Production and Nitrogen Fixation
Redfield established a robust quanttafive ratio of carbon to nitrogen to phos- phorus (C:N:P) in the cells of phytoplankton and par- ticulate matter in the ...Missing: definition | Show results with:definition
[5]
[PDF] On the proportions of organic derivatives in sea water and their ...
ALFRED C. REDFIELD various plankton, and on the whole the latter differ ... The line corresponds to a ratio of ^ N : △ P= 20: I milligram atoms. Page ...
[6]
History of Ecological Sciences, Part 51: Formalizing Marine Ecology ...
Oct 1, 2014 · Hensen's plankton studies represented a conceptual advance—a beginning of quantification of food ... Although Swedish chemist Otto Pettersson ...
[7]
Report on the scientific results of the voyage of H.M.S. Challenger ...
Report on Researches into the Composition of Ocean-Water, collected by H.M.S. Challenger, during the years 1873-1876. By William Dittmar. Part II. Report on the ...Missing: 1872-1876 nutrient measurements phosphate
[8]
Report on the scientific results of the voyage of H.M.S. Challenger ...
Feb 29, 2008 · This report details the scientific results of the H.M.S. Challenger voyage (1873-76), including sounding, dredging, and trawling stations, and ...Missing: nutrient measurements Dittmar phosphate
[9]
One hundred years of hydrographic measurements in the Baltic Sea
Aug 9, 2025 · This is particularly evident with the influx of high nutrient loads beginning in the early 20 th century associated with industrial agricultural ...
[10]
[PDF] 'The Phosphate Content of Fresh and Salt Waters in its Relationship ...
Oct 21, 2022 · The Phosphate Content of Fresh and Salt Waters in its. Relationship to the growth of the Algal Plankton. By. W. R. G. Atkins, O.B.E.,Se.D.,F.LC.
[11]
The Oceanic Phosphorus Cycle | Chemical Reviews
The regeneration of nutrients in seawater is often compared to the Redfield ratio, which approximates the average composition of marine planktonic organisms (C/ ...
[12]
[PDF] Determination of phosphorus in natural waters: A historical review.
Apr 28, 2016 · Ridal, R.M. Moore, A re-examination of the measurement of dissolved organic phosphorus in seawater, Marine Chemistry, 29 (1990) 19-31. [56] M.E. ...
[13]
Varying influence of phytoplankton biodiversity and stoichiometric ...
Jul 14, 2021 · Eight decades ago Alfred C. Redfield observed that the mean ratio of sestonic particulate organic carbon (C) to nitrogen (N) to phosphorus (P) ...
[14]
Linkages Between Dynamic Phytoplankton C:N:P and the Ocean ...
May 28, 2020 · The so-called Redfield ratio of marine organic matter is C:N:P = 106:16:1 (Redfield et al., 1963). Later, L.A. Anderson (1995) extended it to ...
[15]
Regulation of Redfield ratios in the deep ocean - AGU Journals - Wiley
Jan 23, 2015 · N and P cycles are heavily altered by human activities, mainly through an increase in nutrient supply to the upper ocean. As phytoplankton only ...Missing: man | Show results with:man
[16]
[PDF] Nutrients; Aerobic Carbon Production and Consumption
The average ocean photosynthesis (forward) and aerobic ( O2 ) respiration (reverse) is written as: 106 CO2 + 16 HNO3 + H3PO4 + 122 H2O + trace elements (e.g. Fe ...
[17]
[PDF] variability of C:N:P in marine microalgae and its biochemical basis
However, all the values are above the Redfield ratio of 16:1. The critical N:P is not a biological constant, but is expected to depend on the biochemical com-.
[18]
The Macromolecular Basis of Phytoplankton C:N:P Under Nitrogen ...
Apr 16, 2019 · ... Redfield ratio of 106:16:1 (Redfield, 1958). However, the C:N:P of phytoplankton and of surface POM, largely derived from phytoplankton and ...
[19]
Phosphorus (P) - MBARI
Phosphorus (P). Atomic number: 15. Atomic weight: 30.9737. Average concentration in ocean: 2.0 ľmol/kg. Residence time: 69,000 yrs. Distribution in ocean
[20]
A global marine‐fixed nitrogen isotopic budget: Implications for ...
Dec 6, 2002 · It also implies that the marine nitrogen budget has a residence time of less than 2000 years.2.1. Sources · 2.2. Sinks · 2.2. 2.2. Isotopic...
[21]
Redfield revisited 1. Regulation of nitrate, phosphate, and oxygen in ...
Aug 10, 2025 · Man's influence on surface waters has now greatly increased natural nutrient levels. Total dissolved P and N have globally increased by a ...
[22]
Deep ocean nutrients imply large latitudinal variation in particle ...
Organic particles that sink to the deep ocean release carbon dioxide in waters that remain out of contact with the atmosphere on long timescales.<|control11|><|separator|>
[23]
[PDF] Particulate organic matter flux and planktonic new production in the ...
From the Redfield ratio, this would support a photosynthetic new production rate of 32.2 g C m¯² yr¯¹; from equation (1) the total primary produc- tion would ...
[24]
https://agupubs.onlinelibrary.wiley.com/doi/abs/10.1029/93GB03318
[25]
[PDF] Redfield ratios of remineralization determined by nutrient - NOAA
These Redfieldian utilization ratio estimates, based on the observed correlated changes in nutrients in the global ocean suggest that the primary substrate of ...
[26]
https://agupubs.onlinelibrary.wiley.com/doi/10.1029/2000GB001333
[27]
GEOTRACES at Ocean Sciences Meeting 2018
In the same way that deviations from the Redfield ratio of N/P between ocean basins, known since the 1970s GEOSECS program, provide insight into nitrogen ...
[28]
[PDF] C : N : P stoichiometry at the Bermuda Atlantic Time-series Study ...
Nov 9, 2015 · Geochemists use the Redfield conceptual model to determine the state of the marine N cycle using the N∗ proxy (e.g., Gruber and. Sarmiento, 1997) ...
[29]
[PDF] Phytoplankton growth formulation in marine ecosystem models
We compare the qualitative behavior of a suite of phytoplankton growth formulations with increasing complexity: 1) a Redfield formulation (constant C:N ratio) ...
[30]
Modeling long‐term change of planktonic ecosystems in the ...
May 13, 2015 · The N:P. ratio for nondiazotroph (r1) is assumed conform to the classical Redfield ratio of 16. according to Eppley [1972].
[31]
Optimality-based non-Redfield plankton–ecosystem model (OPEM ...
Oct 2, 2020 · We analyse 400 perturbed-parameter simulations for two configurations of an optimality-based plankton–ecosystem model (OPEM), implemented in the University of ...
[32]
Stoichiometry of nitrogen, phosphorus, and silica loads in ... - ASLO
Aug 5, 2019 · Characterization of nutrient, organic carbon, and sediment loads and concentrations from the Mississippi River into the northern Gulf of Mexico.
[33]
[PDF] Mississippi River diversions and phytoplankton dynamics in deltaic ...
The average molar TN:TP ratios in the Lower Mississippi River, for example, have fluctuated above and below the Redfield ratio of 16:1, from less than 10:1 in ...
[34]
[PDF] Effects of Reducing Nutrient Loads to Surface Waters within the ...
While the assessment focuses on hypoxia in the Gulf of Mexico, it also addresses the effects of changes in nutrient concentrations and loads and nutrient ratios ...
[35]
Twenty-first century ocean warming, acidification, deoxygenation ...
Jul 6, 2020 · Hence, their NO-3 concentrations were calculated from modelled total dissolved inorganic phosphorus assuming a constant Redfield ratio of 16:1.
[36]
Ocean deoxygenation, the global phosphorus cycle and ... - Journals
Aug 7, 2017 · Redfield assumed that all the nutrients at the surface are used in photosynthesis to fix organic carbon, and this then sinks into the deep sea ...
[37]
Nutrient criteria for surface waters under the European Water ...
Dec 10, 2019 · This paper highlights the wide range of nutrient criteria currently in use by Member States of the European Union to support good ecological status.
[38]
[PDF] Descriptor 5: Eutrophication (A living document - OSPAR Commission
Elevated winter N/P ratio (Redfield N/P. = 16) ... Convention, the EU Water Framework Directive and the EU Marine Strategy Framework Directive.
[39]
[PDF] Common Procedure for the identification of the Eutrophication status ...
4.35 Naturally increased N/P ratios are observed in some coastal/estuarine areas; consequently, the use of the. Redfield N/P ratios may not be appropriate in ...
[40]
Concentrations and ratios of particulate organic carbon, nitrogen ...
Dec 9, 2014 · Despite the importance of this ratio, there is no obvious mechanism for a globally consistent C:N:P ratio of 106:16:1 (i.e., Redfield ratio), ...
[41]
https://doi.org/10.1038/ngeo1757
[42]
Primary productivity and nutrient utilization ratios in the Pacific sector ...
Seasonal changes in CO2 and nutrients observed in the mixed layer above the remnant winter water were used to estimate utilization ratios, primary productivity, ...
[43]
Representative Diatom and Coccolithophore Species Exhibit ... - NIH
E. huxleyi is a globally distributed dominant bloom-forming coccolithophore and found to be one of the most abundant coccolithophores within a coastal ...
[44]
[PDF] Growth rate influence on the chemical composition of phytoplankton ...
For example, values of -75; 1 to 150:1 for the C: P ratio and -10: 1 to 20: 1 for the N: P ratio are consistent with the concept of a uniform chemical ...
[45]
Dynamic model of flexible phytoplankton nutrient uptake - PNAS
Luxury uptake, that is, uptake rates larger than what would be required to sustain growth, is another factor that can influence transporter regulation, in ...Sign Up For Pnas Alerts · Flexible Metabolic Framework · Results And Discussion
[46]
The effect of iron limitation on cyanobacteria major nutrient and trace ...
Feb 23, 2017 · This 106 : 16 : 1 ratio is commonly referred to as the Redfield Ratio and has been vital to understanding phytoplankton growth and ...
[47]
Effects of pH on coastal marine phytoplankton
Aug 9, 2025 · Fig. 4 shows the effect of alkalinity changes on pH and CO2 concentrations. Assuming a Redfield ratio for C and nutrients during respiration and ...
[48]
Carbon allocation under light and nitrogen resource gradients in two ...
Marine phytoplankton have conserved elemental stoichiometry, but there can be significant deviations from this Redfield ratio.
[49]
The Temperature Dependence of Phytoplankton Stoichiometry
We found that experimental warming increased seston C:P and N:P ratios, while the C:N ratio was unaffected by warming. Temperature was also the dominant driver ...
[50]
Global patterns in marine organic matter stoichiometry driven by ...
Nov 21, 2022 · The cellular model relates macromolecular and elemental allocation to light intensity and growth rate, and has been calibrated and validated ...
[51]
Effects of N:P:Si ratios and zooplankton grazing on phytoplankton ...
Jul 16, 2025 · Phosphorus deficiency induced higher phytoplankton biomass than expected from Redfield ratios (Redfield 1958), probably due to fast recycling ...
[52]
Interactive effects of viral lysis and warming in a coastal ocean ...
... Redfield ratio. While warming alone increases carbon export by ∼9 %, viral presence reduces carbon export by ∼17 % under current environmental conditions.
[53]
THE Si:C:N RATIO OF MARINE DIATOMS: INTERSPECIFIC ...
The variability of marine diatom Si:C and Si:N composition ratios was examined to assess their utility as ecological conversion factors.
[54]
Global Dam‐Driven Changes to Riverine N:P:Si Ratios Delivered to ...
Jul 17, 2020 · The Redfield ratio concept has been expanded to describe Si uptake requirements of marine diatoms, yielding C:N:P:Si = 106:16:1:~15–20 ( ...Missing: extended | Show results with:extended
[55]
Macronutrients and dissolved iron in a land-ocean approach
Nov 9, 2022 · This research aims to provide a perspective on the macronutrients and iron concentrations and balance in the Doce River and the adjacent continental shelf.
[56]
Ocean nutrient ratios shift, challenging the long-standing Redfield ...
Jul 21, 2025 · A new study published in Nature Geoscience has revealed that the global ocean's chemical makeup is undergoing a transformation.<|control11|><|separator|>
[57]
https://www.frontiersin.org/journals/microbiology/articles/10.3389/fmicb.2017.01505/full
[58]
(PDF) Limnology of Lakes in Gates of the Arctic National Park and ...
Aug 10, 2025 · The particulate composition ratio (as C:N:P. molar ratio) of these lakes averaged ~200:20:1. Content may be subject to copyright.
[59]
Redfield Ratios in Inland Waters: Higher Biological Control of C:N:P ...
In this study we examined the effect of water residence times in low latitude lakes (in a gradient from humid to a semi-arid region) on seston elemental ratios.Missing: definition | Show results with:definition<|control11|><|separator|>
[60]
Redfield revisited: Insights into freshwater seston carbon : nitrogen
Jul 12, 2025 · The Redfield ratio (C 106 : N 16 : P 1 molar), developed from marine seston, has long been considered a benchmark for nutrient composition and a predictor of ...
[61]
Geologic controls on phytoplankton elemental composition - PMC
Dec 21, 2021 · In the present ocean, C:N:Porg is often considered to have an average value of 106:16:1 (molar ratio), i.e., the “Redfield ratio” (14, 15).
[62]
Impact of Dynamic Phytoplankton Stoichiometry on Global Scale ...
May 10, 2024 · We found that flexibility in phytoplankton nutrient uptake ratios makes them use phosphorus more efficiently, driving an increase in carbon ...
[63]
Resolving ecological feedbacks on the ocean carbon sink in Earth ...
Jul 14, 2021 · ECOGEM also includes flexible stoichiometry rather than being fixed to the canonical Redfield ratio, allowing dynamic usage of nutrients in ...