Hubbry Logo
Primary standardPrimary standardMain
Open search
Primary standard
Community hub
Primary standard
logo
7 pages, 0 posts
0 subscribers
Be the first to start a discussion here.
Be the first to start a discussion here.
Primary standard
Primary standard
from Wikipedia

A primary standard in metrology is a standard that is sufficiently accurate such that it is not calibrated by or subordinate to other standards. Primary standards are defined via other quantities like length, mass and time. Primary standards are used to calibrate other standards referred to as working standards.[1][2] See Hierarchy of Standards.

In chemistry

[edit]

Standards are used in analytical chemistry.[3] In this field, primary standard is typically a reagent that can be weighed easily, and which is so pure that its weight is the number of moles of substance contained. Features of a primary standard include:

  1. High purity
  2. Stability (low reactivity)
  3. Low hygroscopicity (to minimize weight changes due to humidity)
  4. High equivalent weight (to minimize weighing errors)[4]
  5. Long lasting molar solution i.e. concentration remains unchanged for long periods of time

Some examples of primary standards for titration of solutions, based on their high purity, are provided:[5][6]

Such standards are often used to make standard solutions. These primary standards are used in titration and are essential for determining unknown concentrations[1] or preparing working standards.

See also

[edit]

References

[edit]
[edit]
Revisions and contributorsEdit on WikipediaRead on Wikipedia
from Grokipedia
A primary standard is a term with distinct meanings in metrology and . In metrology, a primary standard (or primary measurement standard) is a measurement standard established using a primary reference measurement procedure, or an artifact, that constitutes a primary and has the highest metrological quality in a given measurement context; it is directly traceable to the (SI). In , a primary standard is a highly pure, stable that can be weighed accurately to prepare a solution of known concentration, serving as a reference for standardizing other in quantitative analyses such as titrations. These standards are essential for ensuring the precision and accuracy of measurements by providing a reliable benchmark with minimal uncertainty in their composition. Key properties of primary standards include high purity to allow for exact quantification without impurities affecting results. They must exhibit long-term stability under storage conditions, resisting or chemical change, and are generally non-hygroscopic to prevent absorption that could alter their during weighing. Additionally, primary standards often have known , high molecular weight for easier accurate dispensing, and the ability to react completely and rapidly with the in the analytical procedure. Common examples of primary standards include (KHP), used for standardizing bases like due to its stability and precise of 204.23 g/mol. Other frequently employed substances are dihydrate for acid-base titrations and (K₂Cr₂O₇) for analyses, where 0.1250 g yields a 1.700 × 10⁻³ M solution in 250 mL. These compounds are selected based on their purity and reactivity, ensuring they function effectively without hydration issues that complicate forms. Primary standards play a critical role in the process, where they are used to determine the exact concentration of secondary standards or unknown solutions, thereby calibrating analytical methods and minimizing systematic errors. This foundational step is vital in fields like pharmaceutical testing, , and , where precise concentration determinations underpin reliable results and compliance with regulatory standards.

In Metrology

Definition and Purpose

In , a primary standard is defined as a standard established using a primary procedure or created as an artifact, characterized by a primary method, which ensures it is not calibrated by or subordinate to any other standards. This positions it at the highest level in the metrological hierarchy, providing the utmost accuracy and stability for realizing units of . The primary purpose of such standards is to define fundamental physical quantities, including , , and time, thereby serving as the foundational reference for calibrating secondary and working standards. By establishing these uncalibrated benchmarks, primary standards enable the dissemination of measurement units with consistent precision worldwide, supporting scientific , , and development. Primary standards underpin metrological traceability, linking everyday measurements to the International System of Units (SI) through an unbroken chain of calibrations overseen by the International Bureau of Weights and Measures (BIPM), established by the Metre Convention in 1875. Their historical origins trace to ancient civilizations' efforts to create unchanging references, such as the Egyptian cubit—a forearm-length unit standardized around 3000 BC for construction and trade—which evolved into modern SI realizations, exemplified by the meter's initial 1799 definition as a platinum bar's length, later redefined in 1983 using the speed of light in vacuum.

Characteristics and Examples

Primary standards in exhibit the highest metrological qualities, including accuracy with associated uncertainties typically below 1 part in 10^9, long-term stability, and under defined conditions. They are established using primary methods of —procedures that allow a to be measured without to another standard of the same kind—or created as artifacts chosen by international convention, often realized directly from fundamental natural constants or physical laws, thereby requiring no further against subordinate references. This direct linkage ensures intrinsic stability, particularly for standards based on quantum phenomena, which maintain their properties over extended periods without degradation. Within the metrological hierarchy, primary standards occupy the apex of the measurement pyramid, providing the foundational reference for calibrating secondary standards (which are themselves calibrated against primaries) and, indirectly, working standards used in everyday applications. Traceability to a primary standard is achieved through an unbroken chain of calibrations, where the total combined standard uncertainty ucu_c propagates downward as uc=uprimary2+ucalibration2+u_c = \sqrt{u_{\text{primary}}^2 + u_{\text{calibration}}^2 + \cdots}
Add your contribution
Related Hubs
User Avatar
No comments yet.