Engineering Robust Production Microbes for Large-Scale Cultivation
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Measurement of the Respiratory Quotient of Peat
Utah State University DigitalCommons@USU Hydroponics/Soilless Media Research 8-10-2012 Measurement of the Respiratory Quotient of Peat Jake Nelson Follow this and additional works at: https://digitalcommons.usu.edu/cpl_hydroponics Part of the Plant Sciences Commons Recommended Citation Nelson, Jake, "Measurement of the Respiratory Quotient of Peat" (2012). Hydroponics/Soilless Media. Paper 5. https://digitalcommons.usu.edu/cpl_hydroponics/5 This Article is brought to you for free and open access by the Research at DigitalCommons@USU. It has been accepted for inclusion in Hydroponics/Soilless Media by an authorized administrator of DigitalCommons@USU. For more information, please contact [email protected]. Measurement of the respiratory quotient of peat Jake Nelson 8/10/2012 BIOL 5800 Undergraduate Research Summer 2010 Introduction Respiratory quotient (RQ) is the ratio of CO produced to O consumed by an organism. Complete respiration 2 2 of glucose will give an RQ of 1 as described by the formula C H O +nO →nCO +nH O. The respiration of n 2n n 2 2 2 molecules with lower oxygen content, such as lipids, give RQ values of less than one, whereas in cases of anaerobic metabolism, an increase in biomass or the respiration of substances such as humic, oxalic and citric acids the respiratory quotient can be greater than one. In complex systems such as soil, Dilly (2003) found that the RQ varied dramatically, and changed within the same soil under varying conditions. Similarly, Hollender et al. (2003) found RQ was informative in determining the underlying metabolic mechanisms, such as nitrification processes. Dilly (2004), studied the effects of various organic compounds on RQ, and found that beech forest soils amended with cellulose or humic acid maintained RQ values greater than one for more than 20 days after application. -
A New Non-Parametric Process Capability Index
A New Non-parametric Process Capability Index Deovrat Kakde Arin Chaudhuri Diana Shaw SAS Institute Inc. SAS Institute Inc. SAS Institute Inc. SAS Campus Dr., SAS Campus Dr., SAS Campus Dr., Cary, NC 27513, USA Cary, NC 27513, USA Cary, NC 27513, USA Email: [email protected] Email: [email protected] Email: [email protected] Abstract—Process capability index (PCI) is a commonly used Often manufacturing processes are not centered at the mid- statistic to measure ability of a process to operate within the given point of tolerance band. For such processes, PCI Cpk is specifications or to produce products which meet the required recommended. For a process centered at tolerance midpoint quality specifications. PCI can be univariate or multivariate depending upon the number of process specifications or qual- value, Cp and Cpk are identical. ity characteristics of interest. Most PCIs make distributional Many manufacturing processes have two or more corre- assumptions which are often unrealistic in practice. lated parameters of interest, which need to be monitored and This paper proposes a new multivariate non-parametric pro- controlled. For such processes, multivariate PCI are used. An cess capability index. This index can be used when distribution of excellent overview of various multivariate process capability the process or quality parameters is either unknown or does not follow commonly used distributions such as multivariate normal. indexes is provided in [19]. One of the popular parametric multivariate PCI is the multivariate capability vector (abbrevi- I. INTRODUCTION ated as MPCI) [12], [15]. This vector has three components. The first two components are computed with an assumption A process capability index (PCI) is an objective measure that the process data follows a multivariate normal distribution. -
Respiratory Physiology for the Anesthesiologist
REVIEW ARTICLE Deborah J. Culley, M.D., Editor ABSTRACT Respiratory function is fundamental in the practice of anesthesia. Knowledge of basic physiologic principles of respiration assists in the proper implemen- tation of daily actions of induction and maintenance of general anesthesia, Respiratory Physiology delivery of mechanical ventilation, discontinuation of mechanical and pharma- cologic support, and return to the preoperative state. The current work pro- Downloaded from http://pubs.asahq.org/anesthesiology/article-pdf/130/6/1064/455191/20190600_0-00035.pdf by guest on 24 September 2021 for the Anesthesiologist vides a review of classic physiology and emphasizes features important to the anesthesiologist. The material is divided in two main sections, gas exchange Luca Bigatello, M.D., Antonio Pesenti, M.D. and respiratory mechanics; each section presents the physiology as the basis ANESTHESIOLOGY 2019; 130:1064–77 of abnormal states. We review the path of oxygen from air to the artery and of carbon dioxide the opposite way, and we have the causes of hypoxemia and of hypercarbia based on these very footpaths. We present the actions nesthesiologists take control of the respiratory func- of pressure, flow, and volume as the normal determinants of ventilation, and Ation of millions of patients throughout the world each we review the resulting abnormalities in terms of changes of resistance and day. We learn to maintain gas exchange and use respiration compliance. to administer anesthetic gases through the completion of (ANESTHESIOLOGY 2019; 130:1064–77) surgery, when we return this vital function to its legitimate owners, ideally with a seamless transition to a healthy post- operative course. -
Respiratory Support
Intensive Care Nursery House Staff Manual Respiratory Support ABBREVIATIONS FIO2 Fractional concentration of O2 in inspired gas PaO2 Partial pressure of arterial oxygen PAO2 Partial pressure of alveolar oxygen PaCO2 Partial pressure of arterial carbon dioxide PACO2 Partial pressure of alveolar carbon dioxide tcPCO2 Transcutaneous PCO2 PBAR Barometric pressure PH2O Partial pressure of water RQ Respiratory quotient (CO2 production/oxygen consumption) SaO2 Arterial blood hemoglobin oxygen saturation SpO2 Arterial oxygen saturation measured by pulse oximetry PIP Peak inspiratory pressure PEEP Positive end-expiratory pressure CPAP Continuous positive airway pressure PAW Mean airway pressure FRC Functional residual capacity Ti Inspiratory time Te Expiratory time IMV Intermittent mandatory ventilation SIMV Synchronized intermittent mandatory ventilation HFV High frequency ventilation OXYGEN (Oxygen is a drug!): A. Most infants require only enough O2 to maintain SpO2 between 87% to 92%, usually achieved with PaO2 of 40 to 60 mmHg, if pH is normal. Patients with pulmonary hypertension may require a much higher PaO2. B. With tracheal suctioning, it may be necessary to raise the inspired O2 temporarily. This should not be ordered routinely but only when the infant needs it. These orders are good for only 24h. OXYGEN DELIVERY and MEASUREMENT: A. Oxygen blenders allow O2 concentration to be adjusted between 21% and 100%. B. Head Hoods permit non-intubated infants to breathe high concentrations of humidified oxygen. Without a silencer they can be very noisy. C. Nasal Cannulae allow non-intubated infants to breathe high O2 concentrations and to be less encumbered than with a head hood. O2 flows of 0.25-0.5 L/min are usually sufficient to meet oxygen needs. -
Application of Monte Carlo Technique for Analysis of Tolerance & Allocation of Reciprocating Compressor Assembly 1Somvir Arya, 2Sachin Kumar, 3Viney Jain 1Dept
ISSN : 2249-5762 (Online) | ISSN : 2249-5770 (Print) IJRMET VOL . 2, ISSU E 1, AP ri L 2012 Application of Monte Carlo Technique for Analysis of Tolerance & Allocation of Reciprocating Compressor Assembly 1Somvir Arya, 2Sachin Kumar, 3Viney Jain 1Dept. of IIET, Mech. Engg., Kinana, Jind, Haryana, India ²Dept. of IIET, Electrical. Engg., Kinana, JInd, Haryana, India 3ACE & AR, Mithapur, Ambala, Haryana, India Abstract In order for mating feature (faces) of parts to fit together and The variation in part dimensions is one of the main causes of operate properly, each part must be manufactured within these variation in product quality. The allowable range in which the limits. The key, gears on the shaft, and other similar members dimension can vary is called tolerance. Tolerance can be expressed mounted by press or shrink-fit are toleranced so that the desired in either of two ways, 1). Bilatera 2). Unilateral tolerance. In interference is maintained without being so large as to make the bilateral tolerance, it is specified as plus or minus deviation from assembly impossible or the resulting stress too high. Tolerancing the basic size. In unilateral tolerance, variation is permitted only in is essential element of mass production and interchangeable one side direction from the basic size. If a part size and shape are not manufacturing, by which parts can be made in widely separated within tolerance limit, the part is not acceptable. The assignment location and then brought together for assembly. Tolerancing of actual values to the tolerance limits has major influence on makes it also possible for spare parts to replace broken or worn the overall cost and quality of an assembly or product. -
System Performance and Process Capability in Additive Manufacturing: Quality Control for Polymer Jetting
polymers Article System Performance and Process Capability in Additive Manufacturing: Quality Control for Polymer Jetting Razvan Udroiu * and Ion Cristian Braga Department of Manufacturing Engineering, Transilvania University of Brasov, 29 Eroilor Boulevard, 500036 Brasov, Romania; [email protected] * Correspondence: [email protected]; Tel.: +40-268-421-318 Received: 19 May 2020; Accepted: 3 June 2020; Published: 4 June 2020 Abstract: Polymer-based additive manufacturing (AM) gathers a great deal of interest with regard to standardization and implementation in mass production. A new methodology for the system and process capabilities analysis in additive manufacturing, using statistical quality tools for production management, is proposed. A large sample of small specimens of circular shape was manufactured of photopolymer resins using polymer jetting (PolyJet) technology. Two critical geometrical features of the specimen were investigated. The variability of the measurement system was determined by Gage repeatability and reproducibility (Gage R&R) methodology. Machine and process capabilities were performed in relation to the defined tolerance limits and the results were analyzed based on the requirements from the statistical process control. The results showed that the EDEN 350 system capability and PolyJet process capability enables obtaining capability indices over 1.67 within the capable tolerance interval of 0.22 mm. Furthermore, PolyJet technology depositing thin layers of resins droplets of 0.016 mm allows for manufacturing in a short time of a high volume of parts for mass production with a tolerance matching the ISO 286 IT9 grade for radial dimension and IT10 grade for linear dimensions on the Z-axis, respectively. Using microscopy analysis some results were explained and validated from the capability study. -
Effect of Positive End-Expiratory Pressure on Intrapulmonary Shunt at Different Levels of Fractional Inspired Oxygen
Thorax: first published as 10.1136/thx.35.3.181 on 1 March 1980. Downloaded from Thorax, 1980, 35, 181-186 Effect of positive end-expiratory pressure on intrapulmonary shunt at different levels of fractional inspired oxygen A OLIVEN, U TAITELMAN, F ZVEIBIL, AND S BURSZTEIN From the Intensive Care Department, Rambam Medical Centre, Haifa, Israel ABSTRACT In 10 patients undergoing ventilation, venous admixture was measured at different values of positive end-expiratory pressure (PEEP). The measurements were performed at the level of fractional inspired oxygen (FIO2) at which each patient was ventilated, and at FIo2=1. In patients ventilated at FIo2 between 0-21 and 0 3 venous admixture was not modified by PEEP, while in patients ventilated with FIO2 between 0'4 and 0-6, venous admixture decreased significantly (p<0 01). With FIO2=1, increased PEEP produced a reduction in venous admixture in all cases (p < 0 .05). These observations suggest that in patients similar to ours, PEEP does not reduce venous admixture at low levels of Fio2 (0-21-0.3), and the observed reduction with PEEP at FIO2= I may be misinterpreted. copyright. In patients with acute respiratory failure, and vital signs and minute volume were positive end-expiratory pressure (PEEP) has repeatedly checked, in order to confirm steady been said to reduce pulmonary venous admixture state condi-tions. Blood samples were drawn and improve arterial blood oxygenation.13 The simultaneously into heparinised glass syringes efficiency of PEEP can thus be -evaluated by its from an indwelling arterial line and from a http://thorax.bmj.com/ influence on venous admixture. -
Design Approach for Quality Improvement and Cost Reduction: a Case Study of Cable Manufacturing
Design Approach for Quality Improvement and Cost Reduction: A Case Study of Cable Manufacturing Chukwuebuka. M. U-Dominic1*, Harold C. Godwin1 and Nkemakonam Igbokwe1 1Department of Industrial and Production Engineering, Nnamdi Azikiwe University, Awka, Nigeria. Authors’ contributions This work was carried out in collaboration among all authors. All authors read and approved the final manuscript. Case Study ABSTRACT In this study, an extrusion process was studied in a cable manufacturing company located in Southeastern Nigeria. The critical-to-quality (CTQ) characteristic considered in the study was the cable diameter and the design effort was to reduce the possibilities of having cables with inconsistent dimensions. Taguchi Orthogonal Array Design L16 (4˄2) was used to achieve the optimum parameter settings after statistically investigating the assumed correlations between the process parameters in relation to cable dimension. Thereafter, an appropriate engineering tolerance interval for the improved process was designed to tighten the existing tolerance of the process from T±0.185 to T±0.032, thus reducing the engineering tolerance by 82.7% from the initial tolerance limit. After the process improvement, the Taguchi loss function approach was used to estimate cost attributed to deviations. The loss function estimation result has shown that the cost attributed to cable diameter deviations from the nominal value reduced from the initial value of ₦7.34/coil to a reduced cost of ₦2.08/coil. The sigma level increased from 0.6 to 5.2 at the project termination stage and the estimated annual loss decreased by 72% from the baseline value. Keywords: Cable manufacturing; engineering tolerance; loss function; sigma level; Taguchi design. -
Respiratory Equations – Behind the Numbers
Southern African Journal of Anaesthesia and Analgesia. 2020;26(6 Suppl 3):S90-93 https://doi.org/10.36303/SAJAA.2020.26.6.S3.2546 South Afr J Anaesth Analg Open Access article distributed under the terms of the ISSN 2220-1181 EISSN 2220-1173 Creative Commons License [CC BY-NC 3.0] © 2020 The Author(s) http://creativecommons.org/licenses/by-nc/3.0 FCA 1 REFRESHER COURSE Respiratory equations – behind the numbers T Leonard Department of Anaesthesia, School of Clinical Medicine, Faculty of Health Sciences, Chris Hani Baragwanath Academic Hospital, University of the Witwatersrand, South Africa Corresponding author, email: [email protected] Summary Candidates for the FCA 1 exam will come across dozens of equations that eventually all merge into something complicated and daunting. The purpose of this review is to highlight some of the respiratory equations that are important and that candidates find confusing and explain the mathematical and physiological principles behind them. Keywords: equations, respiratory physiology, ventilation, perfusion, dead space Introduction VD / VT = (PACO2 – PECO2) / PACO2 P CO partial pressure of CO in alveolar gas There are many equations that candidates will come across in A 2 2 their study of respiratory physiology. These equations describe PECO2 partial pressure of CO2 in the total mixed principles of ventilation, perfusion and diffusion within the res- exhaled breath piratory system. This review attempts to explain the origins and A further modification was made by Henrik Enghoff due to make sense -
Principles of Oxygenator Function: Gas Exchange, Heat Transfer, and Operation
Thoracic Key Fastest Thoracic Insight Engine Home Log In Register Categories » More References » About Gold Membership Contact Search... Principles of Oxygenator Function: Gas Exchange, Heat Transfer, and Operation Principles of Oxygenator Function: Gas Exchange, Heat Transfer, and Operation Michael H. Hines INTRODUCTION Since the early 1950s when the development of a heart-lung machine first began, there has been a tremendous evolution of devices and machinery for cardiac support (1,2). However, despite the diversity in designs through the years, they all contain three essential components: a mechanism to circulate the blood, a method of gas exchange for oxygen and carbon dioxide, and some mechanism for temperature control. Chapter 2 has covered the first important component, and we will now focus on the two subsequent elements: gas exchange and heat transfer. And while it is referred to as the “oxygenator,” we must recognize that it is responsible for the movement of both oxygen in, as well as carbon dioxide out. The discussion will start with a basic review of the principles of physics, and then we will apply those principles to the devices used specifically in extracorporeal support, including cardiopulmonary bypass (CPB) and extracorporeal membrane oxygenation (ECMO). You may notice as you go through this chapter that there is a scarcity of trade and manufacturer names. The author has intentionally avoided using these. The intent was primarily to focus on the physiology, physics, and chemistry of the oxygenator and heat exchanger, but also to emphasize the fact that there are a large number of manufacturers producing many products that have all been shown to function extremely well. -
The Oxylgen Coneenitration of the Air Was About 5 Per Cent.; It Roseto Higher
EFFECT OF OXYGEN CONCENTRATION ON THE RESPIRATION OF SOME VEGETABLES' HANS PLATENIUS (WITH SEVEN FIGURES) Introduction Commiiiiercial methods of storing fruits and vegetables in modified atmos- phere are based on the fact that respiration, ripening, and other physiolog- ical processes can be retarded by maintaining an atmosphere in which the oxygen content is lower and the carbon dioxide concentration higher than in normal air. Many investigators assume that it is the presence of carbon dioxide rather than the limited oxygen supply which has a depressing effect on the physiological activity of the plant tissue. In fact, modified atmos- phere storage is frequently spoken of as "carbon dioxide storage." There is reason to believe, however, that the importance of a limited oxygen supply itself has been underestimated. Indirect evidence for this view is found in the results of THORNTON (8) which make it clear that the presence of carbon dioxide in the storage atmosphere does nlot always depress the respiration of plant material. On the contrary, he found that the respi- ration rate of potatoes and onions was markedly increased when held in an atmosphere of normiial oxygen content to which varying quantities of carbon dioxide had been added. On the other hand, the same treatment had a depressing effect on the respiratory activity of asparagus and strawberries. In the literature few experiments are reported which deal exclusively with the effect of low concentrations of oxygen on the respiration of plant tissue. Somiie of these experiments were conducted for a few hours only, and there is no assurance that the results would have been the same had the storage period been extended to several days. -
Contents Process Analytics, SPC and Lean.Pdf
Contents 1. Introduction to Continuous Improvement and Variation Reduction ... Bookmark not defined. 1.1 Historical Perspective ........................................................... 1.1.1 Deming’s (Shewhart’s) Views and Influences (80s and 90s) ..................... 1.1.2 Shewhart Cycle or "Plan-Do-Check-Act" (PDCA) Cycle ........................ 1.1.3 Taguchi, Ishikawa and others (80s and 90s) pre Six-sigma Era ................. 1.1.4 “Six-Sigma” Quality (90s and 2000s)......................................................... 1.1.5 Lean Six Sigma (‘LSS’) Era (2000s) .......................................................... 1.1.6 ‘Lean’ and Taiichi Ohno ............................................................................. 1.2 Cost of Variation – Relationships to Target ......................... 1.3 Key Process Variables .......................................................... 2. Understanding Natural Variation ........................ 2.1 Group Exercise: “Deming’s Red Bead Box Experiment” .... 3. Quantifying Variation - Statistical Process Control (SPC) ... 3.1 Estimating Natural Variation & Special-Cause Variation .... 3.1.1 The Central Limit Theorem ........................................................................ 3.2 Probability Density Function ................................................ 3.3 The Shewhart Control Chart (What is important to know?) . 3.4 Run Charts/Trend Analysis .................................................. 3.5 Control Charts – Important Considerations .......................... 3.6