scholarly journals Postoperative Hypoparathyroidism in Thyroid Surgery: Anatomic-Surgical Mapping of the Parathyroids and Implications for Thyroid Surgery

2019 ◽  
Vol 9 (1) ◽  
Author(s):  
Florian Burger ◽  
Helga Fritsch ◽  
Marit Zwierzina ◽  
Rupert Prommegger ◽  
Marko Konschake

Abstract Hypoparathyroidism remains one of the most common complications in thyroid surgery. This study aims for an improved understanding of the complexity of the blood supply and the localisation of the parathyroids compared to the two most important intraoperative landmarks: the inferior laryngeal nerve (ILN) and Zuckerkandl’s tubercle (ZT). We examined 103 laryngeal compounds to classify the blood supply and the localisation of the parathyroids. For intraoperative localisation we defined a Cartesian coordinate system with the ZT plane as x-axis and the course of the inferior laryngeal nerve as y-axis. The inferior thyroid artery (ITA) mainly supplies the parathyroids, whereas the superior thyroid artery provides a backup supply. It must be pointed out that 8.2% of parathyroids receive their blood directly from the thyroid gland. 73.5% of all parathyroids lie within 1 cm of the ILN and 1 cm cranial and 2.5 cm caudal to the ZT plane. Our described perimeters mark the most crucial areas during surgery and provide the surgeon with an anatomic mapping showing areas of special carefulness needed. One should keep bearing in mind all possible blood supply types of the parathyroids and therefore all branches should be handled with care.

1993 ◽  
Vol 60 (2) ◽  
pp. 498-505 ◽  
Author(s):  
Z. Tan ◽  
J. A. Witz

This paper discusses the large-displacement flexural-torsional behavior of a straight elastic beam with uniform circular cross-section subject to arbitrary terminal bending and twisting moments. The beam is assumed to be free from any kinematic constraints at both ends. The equilibrium equation is solved analytically with the full expression for curvature to obtain the deformed configuration in a three-dimensional Cartesian coordinate system. The results show the influence of the terminal moments on the beam’s deflected configuration.


2020 ◽  
Vol 1 (1) ◽  
Author(s):  
Enrico Maria Amadei ◽  
Christopher Fabbri ◽  
Marco Trebbi

We report the case of a patient submitted to a right hemithyroidectomy for a follicular adenoma, when we found a nonrecurrent laryngeal nerve. This is a really rare anatomical presentation that can seriously compromise the integrity and preservation of the inferior laryngeal nerve during thyroid surgery. We describe how we found and managed this anatomical variant and we conduct a review of the most recent Literature about nonrecurrent laryngeal nerve.


2020 ◽  
pp. 128-134
Author(s):  
A. Ya. Pasko

Abstract. Thyroid gland (TG) diseases are among the most common and occupy the second place in the structure of endocrine system diseases after diabetes mellitus. The main method of TG disease treatment remains the surgical one. With the increase in the incidence of various forms of TG pathology, the number of surgeries increases including the ones performed at non-specialized in-patient facilities leading to an increase in the frequency of postoperative complications. One of the most common specific complications after surgeries on TG is postoperative hypoparathyroidism (PHPT). It occupies a special place considering the severity of manifestations and the difficulty in prevention. It is usually caused by trauma or parathyroid glands (PTG) removal, their blood supply disturbance, as well as the development of fibrosis at the surgery site in the long term. Therefore, the improvement of existing technologies and the development of new approaches to surgeries in case of TG diseases are relevant today. The most common method of postoperative hypoparathyroidism (PHPT) surgical prevention is precision nature of surgical manipulations with careful adhering to tactical and technical requirements for the operator: identify parathyroid glands (PTG) timely, mobilize gently, and keep their blood supply. However, it is often impossible to keep PTG intact structurally and without ischemia due to the small sizes of PTG and their vessels, anatomical and embryological features of these organs localization, the consistency and color similarity with fatty tissue, lymph nodes. The objective of the research was to develop and evaluate the algorithm of prevention and treatment of postoperative hypoparathyroidism (PHPT) based on determining parathyroid glands (PTG) viability and the use of antihypoxant-antioxidant therapy in the postoperative period. The research was based on the results of a comprehensive examination and treatment of 60 patients who were operated for thyroid gland diseases. The patients underwent inpatient treatment at the surgical department of Ivano-Frankivsk Central City Clinical Hospital and Ivano-Frankivsk Regional Oncology Center from 2017 to 2020. We proposed an algorithm for surgical prevention and treatment of PHPT during thyroid gland surgeries which consisted in the following. We performed a visual assessment of PTG intraoperatively and evaluated each gland from 0 to 3 points according to the degree of its viability affection. If the gland was evaluated at 0-2 points, we left it, since there was a high probability of maintaining its function. If it was evaluated at 3 points, its autotransplantation was performed. Cytoflavin drug was applied in a dose of 10 ml per 200 0.9% NaCl intravenously once a day during 7 days in the postoperative period for the purpose of antihypoxant-antioxidant therapy. 2 groups of patients were formed in order to evaluate the effectiveness of the algorithm. Each group consisted of 30 people. Patients of Group I underwent surgery on thyroid gland according to generally accepted rules. Patients of Group II underwent interventions according to the above-mentioned algorithm. The use of our proposed algorithm (intraoperative assessment of PTG viability and antihypoxant-antioxidant therapy in the postoperative period) significantly reduces the frequency of permanent PHP justifying indications to its application.


Author(s):  
Debabrata Datta ◽  
T K Pal

Lattice Boltzmann models for diffusion equation are generally in Cartesian coordinate system. Very few researchers have attempted to solve diffusion equation in spherical coordinate system. In the lattice Boltzmann based diffusion model in spherical coordinate system extra term, which is due to variation of surface area along radial direction, is modeled as source term. In this study diffusion equation in spherical coordinate system is first converted to diffusion equation which is similar to that in Cartesian coordinate system by using proper variable. The diffusion equation is then solved using standard lattice Boltzmann method. The results obtained for the new variable are again converted to the actual variable. The numerical scheme is verified by comparing the results of the simulation study with analytical solution. A good agreement between the two results is established.


2020 ◽  
Vol 6 (2) ◽  
pp. 73-76
Author(s):  
Anurag ◽  
Vishnu Gupta

Background: The thyroid gland is essential for normal growth of the body. This study assessed relation of external branch of superior laryngeal nerve to the superior pole of the thyroid gland. Subjects and Methods: This study was conducted on 25 human cadavers having 50 superior thyroid poles of both genders. Cadavers were classified based on age groups, group I was those with age less than 39 years and group II cadavers were those with age more than 40 years of age. Various measurements were performed on cadavers. Results: 14 cadavers were I group I and 11 were in group II. The mean mass was 67.2 Kgs in group I and 59.5 Kgs in group II, time elapsed after death was 481.5 minutes in group I and 476.4 minutes in group II, mean height was 1.74 meters in group I and 1.69 meters in group II, mean BMI found to be 22.3 kg/m2in group I and 20.1 kg/m2in group II. Height found to be significant between both groups (P< 0.05). The mean distance from EBSLN to cranial point of the thyroid gland was 6.66 mm in group I and 8.96 mm in group II. The mean transverse distance from superior thyroid artery to EBSLN was 3.55 mm in group I and 5.12 mm side in group II. The mean distance of the crossing point between the most cranial point of the thyroid lobe was 6.40 mm in group I and 11.47 mm in group II. The mean distance from the EBSLN to the midline of the neck was 19.80 mm in group I and 18.58 mm in group II. The mean distance from the EBSLN to the midline of the neck on the most cranial point of the cricoid cartilage was 18.77 mm in group I and 17.80 mm in group II. Conclusion: Authors found variation in measurements in left and right side in both group I and group II.


2019 ◽  
pp. 188-214
Author(s):  
B. D. Guenther

Discuss the limits imposed by the paraxial approximation. Define the sign convention based on the cartesian coordinate system, the foiundation of analytic geometery. Demonstrate ray tracing technique to derive the ABCD maxtrix which will generate both the gaussian and Newtonian form of the thin lens equation and the lens maker’s equation. The cardinal points of a lens are also derived. The ABCD matrix is used to explore the methods used in ray tracing to locate the aperture stop of a Cooke’s triplet lens system. In the problem set, the student is asked to use the aperture stop to locate the entrance and exit pupil of a Cooke’s triplet.


2015 ◽  
Vol 8 (1) ◽  
pp. 102
Author(s):  
Zifeng Li

<p class="1Body">Selection of the coordinate system is essential for rotation problems. Otherwise, mistakes may occur due to inaccurate measurement of angular speed. Approximate inertial coordinate system selections for rotation problems should be the gravitational field of the celestial body higher than the object being rotated: (1) the Earth fixed Cartesian coordinate system for normal rotation problem; (2) heliocentric - geocentric Cartesian coordinate system for satellites orbiting the Earth; (3) the Galaxy Heart - heliocentric Cartesian coordinates for Earth's rotation around the Sun. In astrophysics, mass calculation error and angular velocity measurement error lead to a black hole conjecture.</p>


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