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1-Introduction
2-OPERATION WAY OF LATENT THERMAL TANK PATTERN
3-EXPERIMENTAL RESULTS FOR THE LATENT THERMAL STORAGE TANK PROTOTYPE
4-CONCLUSIONS
5-REFERENCES
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Experimental Result of The Latent Heat Storage Prototype Designed For the Electro-Solar Hybrid Station (SEGS)
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النتائج التجريبية لنموذج الحراري الكامن المُصمم للمحطة الكهروشمسية الهجينة (SEGS) |
الناشر : جامعة دمشق |
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Dr.E.Mohamed Riad Jassem |
د.م. محمد رياض جاسم |
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Abstract
The experimental and design work of the developed thermal storage tank is revealed by the geometric form of the designed thermal storage pattern, and presentation of design methodology of this pattern, through existence of thermal isolator of (mineral wool) on the long of nitrates salts Tank, this stored energy is used for covering the different loads at increasing of normal solar radiation intensity in electro-solar station during the day. And designing modeling of the solar power station through the (TRNSYS) program, in addition to preparing an integrated program to study the indicators of the complete thermal storage tank system at startup during the day. In this research, we concentrated on the study of the experimental results of the Latent Heat Storage tank which uses a mixture of phase change materials( PCM:phase change material), the selected (PCM) in this research is a mixture of sodium nitrates salt and potassium nitrates salt (NaNO3: KNO3) in ratio (60:40%), where we tested this salty mixture using the developed special apparatus device called (Differential Scanning Calorimetry ,DSC) for recognition the physical and chemical specifications of the salty mixture , it became clear that the melting temperature of this mixture is (228.521°C) and the latent heat of phase change from solid to liquid is for the molten salts(114.321 KJ/Kg),the results were identical for the temperature and latent heat according to many of the references in addition that the heat storage tank pattern possesses energy efficiency reaches to percentage (0.96) while the other types of thermal tanks working on (PCM) reach to thermal energy efficiency (0.66-0.70),consequently, the heat storage tank has high latent energy suitable for the work of electro-solar stations during different period in a day.
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![](data:image/png;base64,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) |
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Keywords: Thermal storage, solar radiation latent heat, hybrid stations, phase change materials (PCM), nitrates salts, thermal efficiency |
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الملخص
تم الكشف عن العمل التجريبي والتصميمي لخزان التخزين الحراري المُطور من خلال الشكل الهندسي لنموذج الخزان الحراري المُصمم ، وعرض منهجية تصميم هذا النموذج من خلال وجود عازل حراري (الصوف المعدني) على امتداد خزان لأملاح النترات حيث يتم استخدام هذه الطاقة المخزنة لتغطية الأحمال الحرارية المختلفة عند ازدياد كثافة الإشعاع الشمسي الناظمي في محطة الطاقة االكهروشمسية خلال النهار وتصميم نمذجة المحطة الكهروشمسية عن طريق برنامج( TRNSYS) بالإضافة لإعداد برنامج متكامل لدراسة مؤشرات نظام خزان التخزين الحراري عند بدء التشغيل خلال اليوم. في هذا البحث ركزنا على دراسة النتائج التجريبية لخزان التخزين الحراري الكامن الذي يستخدم مزيجًا من مواد متغيرة الطور (PCM: مادة متغيرة الطور) والمختارة في هذا البحث عبارة عن خليط من ملح نترات الصوديوم وملح نترات البوتاسيوم (NaNO3: KNO3) بنسبة (60: 40٪) حيث قمنا باختبار هذا المزيج المنصهر باستخدام جهاز خاص يسمى (جهاز الماسح التفاضلي DSC) للتعرف على المواصفات الفيزيائية والكيميائية لمزيج أملاح النترات المنصهرة وقد تبين أنَّ درجة حرارة انصهار هذا المزيج الملحي هي (228.521 درجة مئوية) والحرارة الكامنة لتغير الطور من صُلب إلى سائل للمزيج الملحي المنصهر(114.321 كيلو جول / كغ)، وكانت النتائج متطابقة بالنسبة لدرجة الحرارة والحرارة الكامنة للمزيج الملحي المًنصهر وفقًا للعديد من المراجع العالمية. بالإضافة إلى أن نموذج الخزان الحراري يمتلك كفاءة طاقية حرارية تصل إلى نسبة (0.96) بينما الأنواع الأخرى من الخزانات الحرارية التي تعمل على (PCM) تصل إلى كفاءة الطاقة (0.66-0.70). بالتالي فإن الخزان الحراري المُصمم لديه طاقة كامنة عالية مناسبة لعمل المحطات الكهروشمسية الهجينة خلال فترات مختلفة من
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الكلمات المفتاحية: التخزين الحراري ، الإشعاع الشمسي ، المحطات الهجينة ، مواد متغيرة الطور (PCM) ، أملاح النترات ، الكفاءة الحرارية ، الحرارة الكامنة |
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Introduction |
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The developed system of the heat storage prototype in the hydro solar gaseous plant is a thermal storage prototype contains materials with high thermal characteristics, which are materials with phase changing phase composed of salt mixture of nitrate salts (sodium potassium nitrates) for obtaining the necessary energy source for heating the thermal transfer liquid (thermal oil) in the solar field, this field is composed of several longitudinal rows and parallel of concentrated solar panels which concentrate the solar radiation and heating this liquid for helping melting these salts and generation of the suitable thermal energy for operating the energy cycle and generating of solar steam and obtaining the electrical energy at constant rate conform this station power, the operating principle of the station depends of heating the thermal transfer liquid which is thermal oil (thermonil) in the solar field system during solar radiation fall from hour(0) till hour (24) during the day, and watching the daily operating behavior of the station in each working hour of the system. The station system is composed of two main parts which are: first part is the solar field prototype which is the source of thermal energy of the station, the second part is energy cycle module composed of a number of heat exchangers for steam generation a number of heaters working on natural gas for station operating at low solar radiation called non-solar hours system a special prototype of heat energy storage is developed in the hydro solar gaseous plant. |
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1 .RESEARCH SCOPE |
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The aim of this research is to show the experimental and numerical results of the designed heat storage prototype in electro-solar station, where the heat energy resulted from melting operation of the used mixer of nitrates in the prototype for obtaining and deterring a suitable high level of energy for operating the developed heat storage prototype in the electro - solar station conform the following steps: |
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1. Principle equations used in the designed heat storagee prototype for calculation of stored energy capacity. |
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2. Explication the working mechanism of heat storage prototype during starting of melting operation of nitrates salts mixture. |
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The developed thermal storage tank has thermal isolator of mineral wool on the geometric external body of the thermal tank designed for the surrounding ambient with existence of a mixture of melted nitrates salts, this design conserves he heat energy from losing and infiltration at the work of this tank in electro - solar station. |
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This prototype with cylindrical shape with following dimensions: volume 0.345( ) height 1(m),and external diameter 31(cm), it contains nitrates salts, salts mixture works in the determined temperature range from (260-550°C) . |
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The experimental operation has three main aims at sacking of development of the developed heat storage which are: |
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1. Showing the working mechanism of this pattern for understanding the mechanism of thermal transfer during each single phase of charging and discharging of melted mixture of nitrates salts. |
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2. Showing the heat transfer mechanism during melting and solidification period of the mixture inside the thermal tank. |
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3. Showing and indication the experimental and designed statements of charging and discharging operations of the thermal tank model. The heat exchangers existing in the thermal tank contain a set of chrome pipes, the heat storage cylindrical body is made of stainless steel with diameter 31(cm) with determined dimensions according to the volume |
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change during charging phase, the thermal hot oil enters from the top and exit from the heat storage bottom, returning to oil reservoir within a close cycle, where the phase change material (nitrates salts) is melted, it will be a constant charging period of this material during melting operation. The main problem in operating of phase change materials (PCM) is the low heat conduction of (PCM),during the discharging of the heat storage the (PCM) becomes hard on the internal surface of pipes, the thermal flux will decrease as result of heat isolation of the( PCM) thick layer , as there are two layers: First layer is the solid phase of nitrates salts (sodium &potassium nitrates) as result of these salts solidification after a period of time . |
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Second layer: is the exterior pipe wall of heat exchangers pipes inside of the designed heat storage. It is important to calculated the necessary solidification time of the mixture of nitrates salts in the thermal tank pattern during solidification phase firstly, secondly determination the thermal flow of solidification phase at temperature difference between the internal surface touching the solidified material and the external surface of heat storage, the phase change of nitrates salts depend on temperature inside heat storage in relation with temperature of exterior surface of designed heat storage prototype. The main reason for selecting nitrates salts is that they have high latent energy comparing with other types of (PCM), they have high temperature enabling them to work in high thermal efficiency, as these salts work in the temperature rang (260-550 ,and rate ( 4.6%) of volume increasing at the beginning of melting operation of nitrates salts in the designed heat storage, consequently, selection of nitrates salts as main material in the designed heat storage enable us to obtaining a high rate of necessary heat energy for the operation of Rankine traditional energy cycle when using heat storage prototype at hybrid gaseous electro-solar station . |
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The principle equation for energy calculation necessary for solidification and melting phase of (PCM) is determined by the following equation: |
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![](data:image/png;base64,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) |
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In addition to the equation of phase change of (PCM) in form of latent energy which is: |
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![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAL0AAAAqCAYAAADmtFrLAAACD0lEQVR4nO2c3W6GIAxAZdn7vzK7WFgI46eUwnA9J/FGRfrBEQu6hRhjfAAc8fHXAQCcBunBHUgP7kB6cAfSgzuQHtyB9OAOpAd3ID24A+nBHUgP7kB6cAfSgzuQHtwxLX0IYcu5WlbqOBEf3MeU9CGEZ+bz+xjjVrFm4ynZHR/ciVj6VcGsuS0eeA+fFhepjZZJyDSa7hY0xTCqpzzPMr7WdfL2yY+39sNeRCN9T4p0LN92U4tHUq/0xrAmv8Ek++Gb1F8hhJ+tPKZhafWmdTOUufKJ3Hl0/Z7wo/gksae2YI5gQ96e+YCa96O2rdXS35hTtxpCE2s5srT2gT15f/X6TSu+Kqe3FL6X7+7Ms0ekMvkjdpTipXKS3B7qaFcIZ8qYTGS1lMFqJ3aSHz3bMOVjtHy0auBGWMNqINwivTQ4zWR0Rxw1Wrk/vB9z6WdEG41yK5JZpmC967RWkm6c87wZy/Y0lV6Tj+2os5Y2IeB7yfvPoi+D9N/69fLvhGSiV+7vMRpha+eO4mzFoWlIST5eW76tleem/Ebj2dGJ7GpH7Si/e56guXbrPET/TZkaWi9QPI/By6nRWvbtqcXt8XlEuv6u7Tux9LXHdJ5SpO3Upwi8/fzfSN6Saz0T5/Sayk59aKb+8YzyLpmWHuDt8OeC4A6kB3cgPbgD6cEdSA/uQHpwB9KDO5Ae3IH04I4v6HWTPeJ7U90AAAAASUVORK5CYII=) |
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Where: |
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![](data:image/png;base64,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)
![](data:image/png;base64,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)
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2 .OPERATION WAY OF LATENT THERMAL TANK PATTERN |
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The thermal storage tank is composed of the main following parts: |
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1. Apot of stainless steel and type of (High Chrome 304). |
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2 A pot designed for thermal oil. |
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3. Apot with a cover designed for pressure conserving, which contains a mixture of melted nitrates salts in addition to electrical and mechanical valves. |
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4. A pump special for thermal oil transport from oil tank to thermal oil pot in addition to an electrical coil and an external cover of stainless steel which has thickness of 0.8(mm), the thermal tanks works as follows: |
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The thermal oil tank situated inside the internal pot of the developed pattern is filled by an internal pump which bears high temperature at the starting of apparatus operation and raising of oil temperature. The nitrates salts material is put inside the developed thermal tank. The nitrates salts is heated to constant temperature(221°C)and solidification temperature is( 238°C) for assuring disconnecting the bond of the mixture entering the heat storage pattern, consequently obtaining of the high complete latent heat at mixture melting . |
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The thermal oil is evacuated from the heat storage prototype to prevent any heat exchange between the material and the thermal oil at charging ending. |
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The water of is entered around the heat storage body from inside , then we measure the influence of heat exchange between water and melted nitrates mixture, then we draw the change curve on the control screen according to different work conditions of hybrid electro-solar, gaseous station in case of high solar corresponding the start of thermal oil heating to high temperature by an electrical coil to a high temperature, then passing the heated thermal oil coming from the concentrated solar panels to thermal tank pattern to start the charging operation and storing of thermal energy carried by the thermal oil and starting of phase change by melting the salty mixture of nitrates and to use this thermal energy in water heating in the economizer, and generating of steam, then roasting it, then leading it to a steam turbine for electricity generation, the figure(1) shows the designed thermal tank, the figure(2) shows the digital control circuit (PLC:proportional linear controller) of the thermal tank, the figure(3) shows the compared thermal tank which works on two separate materials and comparing the graphic results of the two pattern from the point of view of thermal efficiency conform the figures(4)and (5) and the figures(7) ,(8) and(9) |
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)
Figure 1. Thermal tank with control circuit (PLC)
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)
Figure.2. Designed thermal tank
![](data:image/png;base64,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)
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3.EXPERIMENTAL RESULTS FOR THE LATENT THERMAL STORAGE TANK PROTOTYPE |
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Showing the experimental results of heat storage prototype include display of temperature change of thermal oil, temperature of PCM during melting and solidification phases,entering and exit temperatures of cooling water to inside of heatstorage,this presentation is done conform the following main points: |
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1. Showing the temperature changes curves of thermal oil inside the oil tank. |
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2. Showing the melting graphic of nitrates salts as main material with high latent temperature, storing of heat energy is result of melting operation. |
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3. Realization of discharging of extra pressure inside thermal storage tank and determination of the melting and the solidification temperatures of nitrates salt mixture inside the tank, and determination the corresponding melting operation time of nitrates salts, We present the graphics results extracted from the apparatus s at starting of operation which show the changes of thermal indexes which regulate the operation of heat storage during the operations of charging and discharging ,these two operations are shown according to video file designed according to (LITE WAVE) program, where this video presents operations of charging and discharging of melted mixture of nitrates salts during two phases of melting and solidification, the figure(1) shows the designed heat storage prototype, and the figure(2) represents digital control circuit(PLC:proportional digital linear controller) of heat storage prototype, and the figure(3) represents the compared heat storage. It is done three experiments, first one was preliminary each experiment has two stages, first stage represents charging stage, heating of thermal oil, and nitrates salts mixture, the second stage is cooling stage of designed tank pattern at the end of melting operation, with the remark that all experiments were done at the same essential working conditions of the designed thermal tank as from the quantity used in the experiment at the beginning of apparatus operation and temperature(350°C) ,and starting of phase change of materials, the graphic result were compared with that of other compared heat storage which use phase change materials with single salt during operating it in this prototype at the starting of operations of charge and discharge for obtaining the latent heat energy. An optional sample of salty mixture composed of Sodium &Potassium nitrates is tested by Differential Scanner Calorimetry produced by (SETARAM) company and the type (LABSYS) used for determination of melting point of the salty mixture composed of (60%) Sodium nitrates and (40%) Potassium nitrates, the graphic analysis of the results of experimental sample test on this apparatus reveals that the melting point of salty mixture starts at (129.667°C) at certain conditions which are ten degrees for each one minute, an maximum heating range till (250°C) in nitrogen atmosphere. |
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The testing sample for nitrates salts inside the thermal tank pattern is a sample composed of (60%) potassium nitrates and (40%) sodium nitrates operated on the same apparatus , the graphic analysis results of this experimental sample of salty mixture reveals that the melting point of the salty mixture starts at the temperature (228.521°C )at certain conditions which are ten degrees for each one minute in nitrogen atmosphere, the amount of latent energy is 114.328 ( kj/kg) as it is clear in the figure(6) of the testing result of the sample, where it became clear the coincidence between the test results of nitrates salts sample with tests results of the sample of nitrate conform the designed program (framework dot net) during operating of thermal tank and melting of the full quantity of nitrates salts during a period of (12) hours. 4. Determination of The offered quantity of thermal energy presented by (PCM) represented in Sodium & Potassium nitrates salts mixture is determined by the main equation (1) and equation (2) |
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)
Figure 3. Thermal tank with control circuit (PLC)
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)
Figure .4. Temperatures change in compared heat storage at using (Hydroquinone) as PCM
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)
Figure. 5. Temperatures change in the compared heat storage when using (d-mannitol) as (PCM)
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)
Figure.6. test of a sample composed of sodium nitrates in percentage 60% and potassium nitrate 40% on (DSC) apparatus
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3.1 EXPERIMENTAL RESULTS OF LATENT THERMAL TANK PATTERN |
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1. Results of first experiment: |
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It is used a limited quantity of nitrates salts mixture (1.3) Kg, at apparatus operation we obtained identified results to that at doing operations of heating and cooling of designed heat storage pattern.
![](data:image/png;base64,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)
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2. Results of the second experiment: |
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It is used a limited quantity of nitrates salts mixture (1.3) Kg, at apparatus operation identical results for thermal tank pattern. |
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3. Results of the Third experiment: |
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Discussion of the graphic results of the designed thermal tank pattern and comparing them with types of thermal tanks working on one phase (PCM). From the results shown previously, which are the first, second and third experiments of the thermal tank. The figures(7) till figure(9) shows the graphic results of heat storage pattern design conform dimensions design calculations of heat storage , as it is shown in these figures, the change of thermal oil temperature inside the oil tank existed in this pattern design, where all readings are taken from the design program called frame work dot net in interval of five seconds from starting of heat storage tank operating, according to the resulted graphics , we found that the (PCM) (mixture of Sodium & Potassium nitrates) temperature change as explained in the curve (1) in the figure(8), and in the curve(1) in the figure(7),the temperature is gradually increasing with operating time of heat storage tank (solid-solid: phase change), from the graphics in figure(8) it is clear that thermal oil temperature explained in curve(2)and in curve(2)in figure(9) begins to increase starting from operating on moment reaching to the suitable design conditions of heat storage pattern limited by the melting temperature ( 221°C )and prevention, it is reaching to freezing temperature (238°C ), as result it happened obviously in the tank a thermal identified gradient increasing descending graduation during heating period of thermal oil at charging stage of this pattern ,the thermal oil curve(2) due to increases its slope in figure(7),and increasing of salty mixture begins to increase and the melting phase begins as explained in curve(1) in figure(7), then the mixture of salt will has a high latent energy comparing with compared heat storage pattern. |
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As result of the comparison between heat storage pattern with another pattern in which are used two single materials which are hydroquinone and d-mannitol as( PCM), we found that these material, at the beginning of melting operation(solid-liquid change) have high latent heat but not as high as that of salty mixture used in operating phase of heat storage tank pattern, it reveals also that during the discharging phase of these used materials in these two patterns, we found that the heat efficiency of salty mixture used in heat storage pattern reaches the thermal efficiency factor of nitrates salts at discharging phase (0.965), and at charging(0.965) this means that the thermal efficiency of heat storage tank is bigger than that of the two previous materials when are used separately in the compared heat storage pattern at the start of melting operation, the heat efficiency factor for the compared pattern at charging and discharging are determined by the thermal properties values: and for the two (PCM ) used in the compared heat storage pattern. |
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There are a numerical obvious approach and coincidence between the experimental and computer of the designed heat storage tank as explained in the figures(7) till (9),this coincidence appears in the temperature of salty mixture (nitrates salts) and thermal oil as thermal transfer liquid as explained in the curve(1) and curve(2) in the figures (7) till (9) in addition to the internal energy of the (PCM) during computer modeling period with light change in thermal oil temperature at the beginning working of the designed heat storage conform the curve(2) as explained in figure(8), then to keep a low pressure of the melted nitrates salts. Consequently there is a numerical approach and coincidence between the experimental value measured at the test and the executed calculations at digital control circuit, by comparing the two figures (4) and (5) which explain the graphic results of the compared pattern of the designed heat storage, it reveals to us that rate of heat energy resulted by melting of the two separate materials is less than that in the designed heat storage pattern, also the accuracy measurement of the designed heat storage is limited with the value(0.96) while for the compared tank is(0.26) as explained in the two figures (4) & (5) ,the thermal energy offered by this pattern which uses mixture of nitrates salts bigger than that in the compared pattern which uses two single(PCM),consequently the identified thermal variables represented in change in latent energy and change in internal energy also the temperature of thermal transport liquid (thermal oil) in heat storage tank pattern will be higher and numerically approaching to that in compared thermal tank as from accuracy of measuring results as explained in the two figures(4) & (5), then the best solution of the problem belonging to the (PCM) that have no high thermal characteristics suitable for thermal storing, by using the melted nitrates salts and remaining this mixture for a long period in the liquid state, keeping its physical and chemical characteristics during melting and solidification phases in the thermal tank pattern, and assuring obtaining a high rate of latent heat energy during operation of the designed heat tank pattern after ending of heating and melting operation of salty mixture and ending of cooling operation as explained in the figures(7) till (9) of the graphic results of the designed thermal tank pattern comparing with that of the compared tank. |
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By comparing between the designed thermal tank pattern and the compared thermal tank explained in figure (3), we found the followings: |
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1.The designed heat storage tank pattern has higher energy efficiency than that of the compared pattern and has bigger heat energy storing, the cause is the use of salty mixture with high thermal characteristics not as in the compared heat storage tank where was used single material, this made the latent energy rate bigger in the thermal tank pattern at using less quantity of salty mixture than that used in the compared pattern where are used two separate materials one at the front of the thermal tank and the another at its end. Way of (PCM) location in the thermal storage tank participates in decreasing of freezing time at the beginning of melting operation, consequently the designed thermal storage tank has lesser solidification time , this contributes in keeping the material in its liquid phase much more than in compared thermal tank, this permits repeating the melting mechanism and mixture conservation which has thermal characteristics at melting process and decreasing solidification time and preventing the melted mixture of reaching to solid crystal state, this is following by keeping the latent thermal energy, this is not available in the compared pattern of the thermal tank which uses two separate materials at melting operation.
![](data:image/png;base64,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)
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By comparing the energy efficiency of the types of thermal storage tanks existing in the world, which work on (PCM) comparing with the designed heat storage tank, we found that the energy efficiency of these types varies between (0.66) and (0.70) , the energy efficiency of the designed heat storage tank reaches (0.956),this means that the designed heat storage tank surpasses the compared pattern in percentage of (26%) according to what it is explained in figures(4) and (5)consequently there is increase in the thermal graduation and high energy level in the thermal energy offered by the thermal oil, the thermal energy offered by the nitrates salts mixture, as nitrates salts is distinguished by high rate of the thermal energy in spite of using them in limited low quantities comparing with the compared pattern where were used two single materials with big quantities in addition to the long path of the melted mixture of these two materials according what it is explained in the figures(4) & (5), as result the mixture of nitrates salts in its chemical composition possesses the characteristic of keeping the physical characteristics at liquid phase and remaining in it for long period comparing with actual types of thermal storage systems which use (PCM) but do not possess high energy level and do not realize the suitable thermal and physical characteristics for work conditions of thermal storage systems, as the (PCM) contain old bonds, so at the beginning of melting operation, the bindings bonds begin to disconnect, they need energy that is taken from completion of melting operation in the tank pattern, consequently, its organic structure which contains old bonds that make them keeping their phase change when they are in liquid or in solid state, completion of melting operation and quickly approaching to solid crystalline state comparing with the melted nitrates salts which realizes that the reality of the physical and chemical characteristics as a mixture used in the developed thermal tank pattern, then the melting operation needs less energy for disconnecting the melted mixture bonds, and keeping it in the liquid state for longer period comparing with rest (PCM) which differ in their organic characteristics and composition, this decreases the thermal energy during melting operation, it will be loss in latent energy, this gives us the ideal possibility for linking the thermal storage tank pattern with electro-solar station system and obtaining the electrical energy. The thermal oil can keep the main operation conditions represented in melting the salty mixture at determined design conditions, a remaining the salty mixture in liquid state and preventing it from reaching to crystalline solid state. Consequently. We found in the curves that this mixture remains keeping the melting sill without reaching to crystalline solid state Consequently, the increase of latent energy a result of melting operation at thermal oil temperature, these curves explain that the thermal oil keep the temperature (250°C) suitable for keeping the salty mixture in liquid state an operating conditions Determined by the melting temperature(228°C) and certain freezing temperature (238°C) [12][13][14] . |
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) 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Figure. 7. Results of the first stage of heating and cooling of (PCM) and the thermal oil inside the thermal tank pattern designed for the first experiment |
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) 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Figure 8. Results of the first stage of heating and cooling of (PCM) and the thermal oil inside the thermal tank pattern designed for the second experiment. |
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) 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Figure 9. Results of the first stage of heating and cooling of (PCM) and the thermal oil inside the thermal tank pattern designed for the first experiment. |
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![](data:image/png;base64,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) |
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4 .CONCLUSIONS |
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1. Realization of a design for thermal storage tank pattern which is different of different types of thermal storage tanks. |
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2.This designed thermal storage tank pattern is characteristic with existence of thermal isolator called metallic wool, and using of suitable quantities of nitrate salts mixture which gives bigger thermal efficiency with keeping the resulted thermal energy by melting and preventing the solidification of nitrates salts inside the thermal tank pattern. |
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3. Through the figures from (3) to (6) and as result of comparison between the designed heat storage tank with the compared one, we found that the change rate energy efficiency of designed thermal tank pattern and the compared thermal tank pattern at using mixture for nitrate salts is: |
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From the equation it results that the designed heat storage tank surpasses the compared pattern as from measuring accuracy which reaches(0.96) while for the compared pattern it takes the value (0.26), the thermal energy offered by designed pattern comparing with that of the compared pattern is bigger, mentioning that in the designed heat storage tank it is used mixture of nitrates salts while in the compared pattern it is used two separate (PCM)during determined time of charging and discharging during operation of melting and solidification. |
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4.The developed tank pattern solves a major problem in thermal storage systems that do not contain the same high thermal properties of materials, and this problem concerns the period of thermal energy storage for long-term periods of time without change in the thermal characteristics through the conservation of thermal energy and prevent them from being lost as a result of containment of this model to the mix of salts of melted nitrates salts ,which achieve thermal storage properties due to chemical installation to the mix and remaining in this liquid state for a long time in this case by reducing the melting time of the used mixture, this is experimentally proved at testing of the latent thermal tank pattern in comparison with the rest of the phase change materials used in thermal storage which possess this property when working during phases fusion and solidification. |
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5.It was determined the melting point of a mixture of Sodium nitrate and Potassium nitrate which is (228.521°C) and latent heat associated with the process of the phase change from solid to liquid (114.328 kj/kg ). |
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![](data:image/png;base64,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) |
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) 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