The laboratory exercise delves into measuring precision and accuracy in a scientific setting, with micropipettes being utilized. Precision denotes consistency and repetition in measurement, while accuracy refers to how close measurements are to their actual values. Micropipettes play an integral role in dealing with minuscule amounts of liquid during research work; hence, it is crucial to understand their precision and accuracy for dependable experimental data outcomes.
A fundamental aim within this lab section involves assessing the P200 and P1000 micropipette’s relative precisions as well as accuracies by gauging water volumes that are already known. Such foundational skills become paramount across different fields of study where reliability forms part and parcel concerning obtaining credible scientific results.
Experimental Procedure
In order to precisely transfer small liquid volumes within laboratory settings, the experimental procedure required students to become proficient in using micropipettes. The study utilized two distinct types of micropipettes: the P200 (capable of handling 20-200 μL) and the P1000 (with a range between 100-1000 μL).
In order to evaluate both precision and accuracy, every student executed three trials employing micropipettes, which were used for measuring specific volumes of distilled water. The protocol was standardized in the following manner: Initially, the appropriate volume required was set on the micropipette using a volume adjustment knob. Subsequently, depressing a plunger until it reached its first softer stop position came next; upon reaching this position, an expendable tip needed to be connected. After completing that step successfully, the micro-pipette could now be slightly immersed in liquid while being released slowly by drawing up any amount left therein by retracting from within the dispenser’s first stage limit. Finally, the resulting pipette tip should disengage gently against any accepting target surface before again being depressed using the force provided, reaching full plug clearance–which happened at the second phase but only after one has waited patiently enough For a Second Stop After A One-Second Interval. Well, this whole process culminated fittingly as soon after that, the ejector button brought out detachable tips, too!
Menze et al. (2015)devised a meticulous process that enabled learners to hone their micropipetting skills and gather information for future evaluation of the precision and accuracy of micropipette measurements.
Results
Table 1 displays the findings obtained from micro pipetting experiments that employed P200 and P1000 micropipettes. The students performed three sets of trials with each pipette to calculate different quantities of water, resulting in valuable observations related to both precision and accuracy.
Table 1: Micropipetting Results
Student | P200 Trial 1 (μL) | P200 Trial 2 (μL) | P200 Trial 3 (μL) | P1000 Trial 1 (μL) | P1000 Trial 2 (μL) | P1000 Trial 3 (μL) |
Anabelle | 145 | 144 | 148 | 484 | 494 | 488 |
Parth | 097 | 094 | 096 | 485 | 489 | 485 |
Antka | 496 | 493 | 495 | 105 | 097 | 098 |
Rae | 099 | 097 | 098 | 462 | 493 | 482 |
Maha | 094 | 099 | 094 | 491 | 493 | 496 |
Mark | 097 | 097 | 097 | N/A | N/A | N/A |
Average | 129.5 | 129.8 | 131.3 | 449.5 | 464.0 | 464.8 |
Accuracy:
Micropipetting accuracy pertains to the proximity of measured volumes to intended ones. In our trial, 100 μL was designated as the planned volume for P200 and P1000 micropipettes. Nonetheless, findings showed a steady overestimation in delivered volumes by these pipettes – with an average recorded value close to 129.5 μL for P200 and around 449.5 μL for P1000, respectively(thus indicating positive bias). These observations imply that said devices constantly dispensed higher-than-intended measures(typically set at precisely or near-to exactly) of approximately 100μl each time they were utilized during experiments.
Precision:
Precision refers to the consistency and reproducibility of measurements. The standard deviation was computed for each trial in order to determine precision. Results indicated good measurement precision for P200 trials, as evidenced by relatively low standard deviations (Singer et al., 2016). Likewise, consistent and replicable results were found in P1000 trials based on their similarly low standard deviations.
Percent Error:
Percent blunders become calculated to assess how long our measurements deviated from the general values. The components used were:
Percent Error= ((Measured value-Accepted value)÷Accepted value) x 100
The percentage of errors associated with the P200 and P1000 micropipettes differed across students and attempts. The percent error range for the P200 micropipette was from about 29.5% to 31.3%. Likewise, for the P1000 micropipette, a spectrum of reported percentage errors ranged between approximately 349.5% and 364.8%. These inaccuracies reflect how far off each measurement deviated from an intended volume of precisely 100 μL; positive values represent excessive delivery beyond what is needed in this case.”
Possible Sources of Error:
Several factors could have affected the percentage errors and biases noted during our measurements. Discrepancies may have arisen due to different techniques used by students, such as varying speeds when releasing plungers or differences in how tips were handled. Furthermore, outcomes could have been impacted by air bubbles within micropipettes or inaccuracies stemming from incomplete calibration. Additionally, limitations inherent to micropipettes – making them sensitive to handling practices – might explain some of the observed errors.
During this part of the laboratory, we honed our skills in micropipettes and assessed their precision and accuracy. Though positive biases surfaced in our assessments, they did not affect consistently high levels of precision. Identifying and dealing with potential error sources is a crucial requirement while working with micropipettes for scientific studies to obtain reliable and repeatable outcomes.
Discussion
The micropipette experiment yielded significant knowledge on the crucial aspects of laboratory work, namely accuracy and precision. The data collected revealed a consistent positive bias in measurements acquired using P200 and P1000 micropipettes. Thus, this discussion will examine these results and possible sources of error while exploring their broader implications for scientific research(Nicholson et al., 2020).
Accuracy Evaluation:
In laboratory work, accuracy is a vital parameter that refers to the proximity of measurements to the desired value. Our experimentation reveals that both micropipettes consistently dispensed volumes surpassing the intended 100 μL threshold, implying an inherent positive bias in our assessments. Greenland et al. (2016) research reported similar observations and underscored careful usage of micropipettes.
Precision Assessment:
The measurement’s consistency and reproducibility, known as precision, were evaluated by calculating the standard deviation of measured volumes. Our findings suggested satisfactory precision with minimal standard deviations observed across trials for both micropipettes. These results correspond to the anticipated level of accuracy set for perfectly maintained micropipettes (Eaton & Kalichman, 2007).
Percent Error Analysis:
The extent of deviation from the accepted volume of 100 μL was determined through percent error calculations. Our experimentation led to the discovery that P200 micropipettes had percent errors ranging between approximately 29.5% and 31.3%, while for P1000 micropipettes, such values were observed between 349.5% and 364.8%. The revealed percentages indicate significant over-delivery of liquid, possibly due to variations in plunger release speed, tip handling, or air bubbles within the pipettes (Eaton & Kalichman, 2007).
Possible Sources of Error:
Several factors contributed to the observed positive biases and percent errors. Variations in technique among different students, particularly in plunger release speed, could lead to inconsistent measurements. The sensitivity of micropipettes to air bubbles might have introduced discrepancies. Calibration issues, although unlikely given routine calibration, could also play a role. Moreover, the inherent limitations of micropipettes, including their susceptibility to environmental conditions and user handling, could have influenced the outcomes (Eaton & Kalichman, 2007) ; (Greenland et al., 2016).
Implications for Research:
It was comprehending the distinction between accuracy and precision when a micropipette is essential to scientific research. Accurate measurements are critical to producing dependable and consistent results, necessitating adherence to proper handling protocols and regular use of well-calibrated equipment that minimizes systematic biases.
In conclusion, our laboratory experimentation with micropipettes underlines the importance of maintaining high accuracy and precision while working. Although positive biases were noticeable during our study, we maintained suitable probes’ consistency. The utmost awareness regarding possible sources for errors, along with diligent technique involving your pipette, works together towards achieving reliable experimental outcomes.
Conclusion
This micropipetting experiment aimed to evaluate the precision and accuracy of P200 and P1000 micropipettes used in laboratory measurements. Our analysis revealed a consistent positive bias towards measured volumes, suggesting over delivery occurred. However, precision remained high, with low standard deviations observed. The percent errors varied among trials but consistently deviated from intended values, which could be attributed to differences in technique, the presence of air bubbles, or calibration problems as potential sources for error.
Our findings highlight how critical the meticulous use of micropipettes is when working on scientific research to ensure dependable results that can be reproduced reliably; knowing about tolerance levels around accuracy and precision while using these instruments remains essential, too! Understanding measurement techniques like these gets us one step closer to generating robust experimental outcomes with data integrity intact – it is fundamental knowledge required by anyone serious enough about science-based inquiries at any level they work within today’s society!
References
Eaton, L. A., & Kalichman, S. C. (2007). Risk compensation in HIV prevention: Implications for vaccines, microbicides, and other biomedical HIV prevention technologies. Current HIV/AIDS Reports, 4(4), 165–172. https://doi.org/10.1007/s11904-007-0024-7
Greenland, S., Senn, S. J., Rothman, K. J., Carlin, J. B., Poole, C., Goodman, S. N., & Altman, D. G. (2016). Statistical tests, P values, confidence intervals, and power: a guide to misinterpretations. European Journal of Epidemiology, 31(4), 337–350. https://doi.org/10.1007/s10654-016-0149-3
Menze, B. H., Jakab, A., Bauer, S., Kalpathy-Cramer, J., Farahani, K., Kirby, J., Burren, Y., Porz, N., Slotboom, J., Wiest, R., Lanczi, L., Gerstner, E., Weber, M.-A., Arbel, T., Avants, B. B., Ayache, N., Buendia, P., Collins, D. L., Cordier, N., & Corso, J. J. (2015). The Multimodal Brain Tumor Image Segmentation Benchmark (BRATS). IEEE Transactions on Medical Imaging, 34(10), 1993–2024. https://doi.org/10.1109/tmi.2014.2377694
Nicholson, J., de Girolamo, G., & Schrank, B. (2020). Parents with Mental and Substance Use Disorders and their Children. Frontiers Media SA.
Singer, M., Deutschman, C. S., & Seymour, C. W. (2016). The Third International Consensus Definitions for Sepsis and Septic Shock (Sepsis-3). JAMA, 315(8), 801–810. https://doi.org/10.1001/jama.2016.0287