The eutectic mixture of MgCl2–KCl molten salt is a high temperature heat transfer and thermal storage fluid able to be used at temperatures up to 800 °C in concentrating solar thermal power systems. The molten salt thermophysical properties are reported including vapor pressure, heat capacity, density, viscosity, thermal conductivity, and the corrosion behavior of nickel-based alloys in the molten salt corrosion at high temperatures. Correlations of the measured properties as functions of molten salt temperatures are presented for industrial applications. The test results of tensile strength of two nickel-based alloys exposed in the molten salt at a temperature of 800 °C from 1-week length to 16-week length are reported. It was found that the corrosion and strength loss is rather low when the salt is first processed to remove water and oxygen.

Introduction

Concentrated solar thermal power (CSP) systems have an advantage over photovoltaic power generation technologies due to the fact that a CSP system can store solar thermal energy and using it when required at nighttime or under cloudy weather [1]. For conversion of thermal energy to electrical energy in a CSP plant, a high temperature of the heat source is important to the energy conversion efficiency. Therefore, the heat transfer fluid (HTF) in a CSP system plays a critical role. In the present CSP technologies, the highest temperature of heat source is largely restricted by the temperature that a HTF can tolerate. A HTF is used to carry the heat from a solar collector and deliver to the thermal power system; and it is very beneficial if a HTF is also used as a liquid for thermal energy storage [25]. Fluids that can be used for heat transfer may include gases, like air, helium, carbon dioxide [6,7], water [8], oils [9,10], or molten salts [1113]. However, for both effective heat transfer and thermal energy storage at high temperatures, molten salts have been considered as the most liable candidates. This is because that a high temperature HTF needs to hold more heat in a limited space in energy storage system and also being able to transfer heat efficiently, and therefore, the material of HTF must have high density, large heat capacity, low viscosity, and greater thermal conductivity.

This study aims at developing a HTF using chloride eutectic molten salts to meet some important requirement of thermophysical properties including: (1) high operating temperatures of no less than 800 °C, at which the vapor pressure is no larger than 1.0 atm; (2) great thermophysical properties for thermal storage and heat transfer; (3) low cost; and (4) low corrosion for metal pipes and containers.

Chloride Molten Salts for Heat Transfer and Thermal Storage Fluid

A heat transfer fluid needs to be chemically very stable at the desired temperatures of application. It is also challenging to find a single material of fluid having both low melting temperature and high boiling point as well as excellent properties for heat transfer and thermal storage [14]. The studies about molten salts for many years have found that mixing different salts to form a eutectic system is a viable approach to lower the melting point and hold the high boiling temperature in the meantime. For example, eutectic nitrate molten salts were employed as HTF which could operate at temperatures as high as 550 °C [15].

In order to achieve the target of a temperature as high as 800 °C for a fluid being able to serve as HTF and thermal storage material in advanced CSP technologies bearing supercritical CO2 power cycles, a system of chloride salts have been examined and recommended [15,16] due to their favorable thermal and transport properties, chemical stability at high temperatures, relatively low cost, and good availability from natural resources. A comprehensive literature survey has been reported in the authors' previous papers [1517]. It has been found that MgCl2 and KCl are two chloride salts candidates with high boiling point (1420 °C and 1412 °C, respectively), and can be available from mining or from the products of seawater desalination.

In this study, MgCl2–KCl binary eutectic molten salt with molar ratio of 32–68% (mass ratio of 43.4–56.6%) was selected, and its thermophysical properties were experimentally tested, which were expected to meet the requirement of HTF to be used in CSP. The basic properties of MgCl2 and KCl are shown in Table 1. The theoretical melting point for the eutectic salt of 32 mol % MgCl2–68 mol % KCl is 430 °C.

Table 1

The composition and theoretical melting point of MgCl2–KCl binary eutectic molten salt

Chemical formulaDensity (g/cm³, 25 °C)Melting point (°C)Boiling point (°C)Molar mass (g/mol)
KCl1.98770142074.55
MgCl22.32714141295.21
Chemical formulaDensity (g/cm³, 25 °C)Melting point (°C)Boiling point (°C)Molar mass (g/mol)
KCl1.98770142074.55
MgCl22.32714141295.21

Experimental Tests and Results of Thermophysical Properties of MgCl2–KCl

The theoretical melting point of eutectic salt mixtures was obtained assuming that the individual salts have 100% purity. However, commercial available salts have more or less impurities, and test for the melting point is needed. To study the thermophysical properties of MgCl2–KCl eutectic salt, anhydrous salts MgCl2 (Alfa Aesar, Tewksbury, MA, 99%) and KCl (Alfa Aesar, 99%) were purchased. The two salts were dry mixed inside a dried glove box where the humidity was controlled less than 3%, which was monitored by a psychrometer (Model 69008 by Yellow Jacket, relative humidity range 0–100%). After ground and mixed, the slats were put into a flask (Pyrex, 500 mL) and covered with a lid. Then, the mixture was heated up to 500 °C inside a furnace (Model 3K by Bartlett) and hold for 24 h to make sure all the salts were melted. After cooling down naturally, the molten salts were ground into powder and stored in dried glove box for experimental tests.

Differential Scanning Calorimetry Test for Melting Point, Heat of Fusion, and Heat Capacity.

The measurements of melting point, heat of fusion, and the specific heat capacity were carried out using a simultaneous differential scanning calorimetry and thermogravimetric analysis (TG) system (Model STA449 F3 made by NETZSCH). The reliability of this system was checked in our previous work for the measurement of eutectic salts NaCl–KCl–ZnCl2 [18]. The results in that work showed that the difference in melting point and the deviation of the heat of fusion were below ±1 °C and 4.5%, respectively, when compared to data in literature [18].

The curves from TGA signal varying with temperature in the range of 80–710 °C are shown in Fig. 1 for the MgCl2–KCl molten salt. Ten separate measurements each with fresh salts were conducted. There is an obvious mass loss in the temperature range of 100–200 °C, which is likely resulted in from the vaporization of minor amount of water and other impurities (less than 1.0%) due to the reaction of MgCl2·KCl·6H2O = MgCl2·KCl·2H2O + 4H2O(v) at 90–100 °C followed by MgCl2·KCl·2H2O = MgCl2·KCl + 2H2O(v) and then MgCl2 ·KCl·2H2O = KCl + MgOHCl + HCl(g) at 150–200 °C [19,20]. We can also see a small variation of the specific heat capacity caused by this minor mass loss in the same temperature range from Fig. 2. The mass loss was less than 1%, which was reasonable if the purity of constituent salts of 99% is considered. All the TG profiles of ten tests indicate that the mass loss in the MgCl2–KCl eutectic molten salt in the temperature range of 200–710 °C is very small.

Fig. 1
TG signal to indicate the mass loss in measurement
Fig. 1
TG signal to indicate the mass loss in measurement
Close modal
Fig. 2
An overview of Cp−T curves
Fig. 2
An overview of Cp−T curves
Close modal

Figure 2 shows the test results of heat capacity against the temperature for eutectic MgCl2–KCl molten salt. The curves from ten repeated tests are similar. The small “hump” on the Cp–T curve in the temperature range of 100–200 °C is resulted from the vaporization of water. The peaks between 400 °C and 500 °C give us the information about the melting point and heat of fusion. The melting point is determined by the onset of the peak, and the heat of fusion is calculated as the area between the peak and the baseline. Theoretically, the salt gets melted only at the melting temperature, but in the experiment, the melting of the salt takes certain amount of time in a small range of temperature. The CpT curves in Fig. 2 indicates that the salt sample can be considered of fully melted at the temperature of 450 °C.

The details of the liquid state CpT curves in the temperature range of 500–710 °C are shown in Fig. 3. All the experimental data from ten curves were used to make a linear fit to obtain a CpT correlation in the following form:
(1)

where Cp has a unit of J/g K, and T is in °C. Equation (1) shows that the CpT correlation has a very small slope, which suggests that the heat capacity of MgCl2–KCl eutectic salt has a very weak temperature-dependency in the liquid state region. Therefore, Eq. (1) should be applicable in the temperature range from 450 °C to 800 °C.

Fig. 3
Detailed Cp−T curves at liquid state
Fig. 3
Detailed Cp−T curves at liquid state
Close modal
The measurement uncertainties from the ten tested data at each temperature point is calculated. The standard deviation and the uncertainty of the mean value are calculated using the following equations, respectively,
(2)
(3)

where X represents Cp at a specified temperature, N=10 is the number of tests, and tN1,95% is student t number, which is 2.262 at a confidence interval of 95%. Table 2 shows the calculated data at several chosen temperatures, from which we see that the maximum uncertainty is 4.91 × 10−2 J/g K. Thus, the uncertainty of measurement is bounded by 4.91 × 10−2 J/g K.

Table 2

Average, standard deviation, and uncertainty of ten measurements of heat capacity

T(°C)500550600650666700
Cp¯ (J/g K)1.0030.9900.9971.0041.0031.013
SCp¯ (J/g K)1.39 × 10−21.08 × 10−21.85 × 10−22.12 × 10−22.17 × 10−21.77 × 10−2
uCp¯ (J/g K)3.15 × 10−22.44 × 10−24.18 × 10−24.79 × 10−24.91 × 10−24.01 × 10−2
T(°C)500550600650666700
Cp¯ (J/g K)1.0030.9900.9971.0041.0031.013
SCp¯ (J/g K)1.39 × 10−21.08 × 10−21.85 × 10−22.12 × 10−22.17 × 10−21.77 × 10−2
uCp¯ (J/g K)3.15 × 10−22.44 × 10−24.18 × 10−24.79 × 10−24.91 × 10−24.01 × 10−2
The uncertainty of the curve fitting is calculated as
(4)

where ν=N(m+1), and m is the order of the polynomial fit of the data. Here, m=1, and N=2110 which is because of the ten tested curves, each having 211 data points.

The overall uncertainty of the correlation (Eq. (1)) is defined according to the uncertainty of measurement and uncertainty of curve fitting as follows:
(5)

Because the calculated uncertainty of curve fitting uc is 2.21 × 10−3, which is much smaller than the uncertainty of measurement, and thus, the overall uncertainty is still 4.91 × 10−2 J/g K. The overall uncertainty indicates the upper and lower bound of the data-fitted correlation and curve as shown in Fig. 3.

For melting point and heat of fusion, the averaged value, standard deviation, and uncertainty at a 95% confidence interval of each property were calculated based on Eqs. (2) and (3). As seen in Table 3, the averaged experimental melting temperature is 424.4 °C for the MgCl2–KCl eutectic salt, where the relative error is 1.3% against the theoretical melting point 430 °C. This difference is caused due to the impurities from constituent salts.

Table 3

Measured melting point and uncertainty analysis (°C)

Test ID12345678910
Melting point (°C)425.7425.1422.5423.9422.2423.4425.7423.9425.5426.0
Meanmeltingpoint:Tm¯ = 424.4; STm¯ = 0.442 (by Eq. (2)); uTm¯ = 0.999 (by Eq. (3))
Test ID12345678910
Melting point (°C)425.7425.1422.5423.9422.2423.4425.7423.9425.5426.0
Meanmeltingpoint:Tm¯ = 424.4; STm¯ = 0.442 (by Eq. (2)); uTm¯ = 0.999 (by Eq. (3))

The average value of heat of fusion ΔHm¯ is 207.0 kJ/kg from the ten measurements, and the standard deviation SΔHm¯ and uncertainty uΔHm¯ (defined by Eqs. (2) and (3), respectively) at a probability of 95% are given in Table 4.

Table 4

Measured heat of fusion and uncertainty analysis (kJ/kg)

Test ID12345678910
Heat of fusion (kJ/kg)217.8190.9202.6225.3211.8196.6209.9200.4200.8214.0
Mean heat of fusion: ΔHm¯ = 207.0; SΔHm¯=3.335 (by Eq. (2)); uΔHm¯= 7.536 (by Eq. (3))
Test ID12345678910
Heat of fusion (kJ/kg)217.8190.9202.6225.3211.8196.6209.9200.4200.8214.0
Mean heat of fusion: ΔHm¯ = 207.0; SΔHm¯=3.335 (by Eq. (2)); uΔHm¯= 7.536 (by Eq. (3))

Vapor Pressure Measurement.

Vapor pressure of the molten salt for thermal storage media is an important factor for the operation of a CSP plant. The value of vapor pressure larger than 1.0 atm will cause risk to the pipes and containers particularly at high temperatures. In this study, an in-house-developed vapor pressure test system was employed to measure the vapor pressure of MgCl2–KCl binary salt. The schematic of this system is shown in Fig. 4. The entire system includes a sealed quartz tube to hold salt, a condenser used to condense most of the vapor salt to liquid and drop back to the bottom of the tube to prevent the pressure transducer from being clogged by the rising salt vapor, a furnace (Bartlett, Model 3K) employed to heat up the eutectic salt, a vacuum pump to make the pressure inside the quartz tube almost zero before test, a K-type thermocouple (Omega Engineering, Inc.) protected by a very fine quartz tube that is inserted into the molted salt to measure the temperature, a pressure transducer (PX419-100A5V by Omega Engineering, Inc., in accuracy of ±0.08% and maximum pressure of 6.89 × 105 Pa) connected to the test tube to measure the pressure of samples, and a computer with LabVIEW data acquisition system used to collect data of temperatures and pressures. Wang et al. [21] had verified the reliability of this system in the previous work. The vapor pressure of ZnCl2 single salt was measured and compared to the value from published literatures to calibrate this system. The difference of the data collected from this system and published equation was less than 20% at low temperature sections and less than 15% at high temperature sections.

Fig. 4
Schematics for the vapor pressure test device [21]
Fig. 4
Schematics for the vapor pressure test device [21]
Close modal
Four measurements each with fresh salt were conducted in this vapor pressure test. The fitted polynomial curve has a format shown in Eq. (5), where P and T are in the units of kPa and °C, respectively. The standard deviation and uncertainty of measurement (based on Eqs. (2) and (3)) at each temperature were calculated. Table 5 shows the data at several chosen temperatures. Similarly, the overall uncertainty gives the lower and upper bounds of the data-fitted correlation and curve in Fig. 5 
(6)
Fig. 5
Vapor pressure variation with temperature
Fig. 5
Vapor pressure variation with temperature
Close modal
Table 5

The measured average vapor pressure, the standard deviation of the data, and measurement uncertainty

T (°C)450500550600650700750800
P¯ (kPa)3.9614.2854.8525.5666.5337.6329.03510.818
SP¯ (kPa)0.2530.2390.2190.2480.3580.4400.5760.762
uP¯ (kPa)0.8060.7590.6980.7881.1391.4001.8332.425
T (°C)450500550600650700750800
P¯ (kPa)3.9614.2854.8525.5666.5337.6329.03510.818
SP¯ (kPa)0.2530.2390.2190.2480.3580.4400.5760.762
uP¯ (kPa)0.8060.7590.6980.7881.1391.4001.8332.425

The vapor pressure of the MgCl2–KCl eutectic salt increases with the temperature, and is less than 13 kPa even at the temperature as high as 800 °C. This low vapor pressure also implies that the mass loss of MgCl2–KCl molten salts in an open container is very small.

Measurement of Viscosity.

Viscosity is another important property affecting the pumping power and heat transfer of HTF in a CSP system. A high temperature viscometer (P610 by Theta Industrials, Inc.) was employed to measure this property for MgCl2–KCl molten salt. The accuracy of this equipment was checked in our previous work by measuring the viscosity of a NaCl–KCl–ZnCl2 salt sample in molar ratio of 20–20–60% at temperatures below 300 °C [21]. The results in that work [21] proved that this equipment was reliable and accurate since the difference of the measured data to literature-reported data is less than 1%.

Four measurements, each with fresh salt, were conducted in this test. The result of viscosity showed a satisfactory repeatability, as shown in Fig. 6. It could be seen that the viscosity decreases with the increase of the temperature, and the value is less than 4 cP (1 × 10−3 Pa·s) when the temperature is higher than 600 °C. The data-fitted polynomial curve has the format shown in Eq. (5), where μ and T are in the units of cP and °C, respectively. The standard deviation and uncertainty of measurement at each temperature were calculated, as given in Table 6 at some chosen temperatures. The overall uncertainty of the correlation is mainly due to the uncertainty of measurement, as the uncertainty of curve fitting is very small
(7)
Fig. 6
Measured viscosity results for MgCl2–KCl eutectic salt
Fig. 6
Measured viscosity results for MgCl2–KCl eutectic salt
Close modal
Table 6

Measured average viscosity, standard deviation, and measurement uncertainties at several temperatures

T(°C)450500550600650700750800
μ¯ (cP)5.8074.7984.3003.9303.6173.3793.1753.007
Sμ¯ (cP)5.26 × 10−21.39 × 10−11.05 × 10−18.47 × 10−26.71 × 10−25.51 × 10−25.90 × 10−26.95 × 10−2
uμ¯ (cP)1.67 × 10−14.43 × 10−13.33 × 10−12.70 × 10−12.13 × 10−11.75 × 10−11.88 × 10−12.21 × 10−1
T(°C)450500550600650700750800
μ¯ (cP)5.8074.7984.3003.9303.6173.3793.1753.007
Sμ¯ (cP)5.26 × 10−21.39 × 10−11.05 × 10−18.47 × 10−26.71 × 10−25.51 × 10−25.90 × 10−26.95 × 10−2
uμ¯ (cP)1.67 × 10−14.43 × 10−13.33 × 10−12.70 × 10−12.13 × 10−11.75 × 10−11.88 × 10−12.21 × 10−1

Test Results of Molten Salt Density.

An in-house developed density meter based on the Archimedean law was employed to conduct the experimental test for the density of MgCl2–KCl eutectic molten salt. The calibration of this device was completed in previous work [15]. The density of pure NaCl and KCl were measured using this system at 1200 °C, and the difference is less than 1% when compared to data published in literature.

The data from five measurements for density of MgCl2–KCl eutectic salt showed very good repeatability as given in Fig. 7. All tested data were put together to make a linear fit and obtain the ρT correlation, which is given in Eq. (7), where ρ and T are in the units of kg/m3 and °C, respectively. The uncertainty of curve fitting is 17.473 kg/m3 according to Eq. (4). The average, standard deviation, measurement uncertainty, and overall uncertainty at confidence interval of 95% were given in Table 7. The overall uncertainty gives the lower and upper bounds in Fig. 7. It could be seen that the density of MgCl2–KCl salt decreases with the increasing of temperature and is in the range of 1440–1730 kg/m3
(8)
Fig. 7
Measured data of density for MgCl2–KCl eutectic salt
Fig. 7
Measured data of density for MgCl2–KCl eutectic salt
Close modal
Table 7

Measured average density, standard deviation, measurement uncertainty, and overall uncertainty

T(°C)450500550600650700750800
ρ¯ (kg/m3)16761621159415571542151414951471
Sρ¯ (kg/m3)21.411.912.29.78.010.69.79.2
uρ¯ (kg/m3)59.433.033.926.922.229.426.925.5
u (kg/m3)61.937.338.132.128.334.232.130.9
T(°C)450500550600650700750800
ρ¯ (kg/m3)16761621159415571542151414951471
Sρ¯ (kg/m3)21.411.912.29.78.010.69.79.2
uρ¯ (kg/m3)59.433.033.926.922.229.426.925.5
u (kg/m3)61.937.338.132.128.334.232.130.9

Test Results of Thermal Conductivity.

Thermal conductivity is an important property, which is obtained through measurement of thermal diffusivity. In this study, we measured the thermal diffusivity by using a Laser Flash Analysis equipment (Model LFA 457 MicroFlash by NETZSCH), which can operate at a temperature up to 1000 °C. The thermal conductivity is calculated from the measured thermal diffusivity
(9)

where α,ρ, and Cp are thermal diffusivity, density, and specific heat capacity, respectively.

The measured thermal diffusivity data were shown in Fig. 8. Under each temperature, there are ten measurements. The average, standard deviation, and measurement uncertainty at confidence interval of 95% are given in Table 8. It is seen that the thermal diffusivity has a rather small variation in between 0.27 and 0.29 mm2/s in the temperature range from melting point to 800 °C.

Fig. 8
Measured data of thermal diffusivity for MgCl2–KCl eutectic salt
Fig. 8
Measured data of thermal diffusivity for MgCl2–KCl eutectic salt
Close modal
Table 8

Measured data of average diffusivity, standard deviation, and uncertainty

T(°C)450500550600700800
α¯ (mm2/s)0.2780.2790.2830.2810.2880.285
Sα¯ (mm2/s)1.16 × 10−31.51 × 10−36.32 × 10−48.67 × 10−48.23 × 10−41.16 × 10−3
uα¯ (mm2/s)2.63 × 10−33.41 × 10−31.43 × 10−31.96 × 10−31.86 × 10−32.62 × 10−3
T(°C)450500550600700800
α¯ (mm2/s)0.2780.2790.2830.2810.2880.285
Sα¯ (mm2/s)1.16 × 10−31.51 × 10−36.32 × 10−48.67 × 10−48.23 × 10−41.16 × 10−3
uα¯ (mm2/s)2.63 × 10−33.41 × 10−31.43 × 10−31.96 × 10−31.86 × 10−32.62 × 10−3
From the definition in Eq. (7), the measurement uncertainty of k is derived in Eq. (8) based on error propagation analysis, which is related to the uncertainties of α,ρ, and Cp
(10)

The calculated values for thermal conductivity k¯ and its measurement uncertainty uk¯ at several temperature points T are given in Table 9. The uncertainty of curve fitting for thermal conductivity is 6.75 × 10−3 W/m K. The overall uncertainties of the correlation (Eq. (9)) are obtained and given in Table 9.

Table 9

Tested average thermal conductivity, uncertainty of measurement, and overall uncertainty of the data-fitted equation

T (°C)450500550600700800
k¯ (W/m K)0.4650.4540.4470.4360.4420.424
uk¯ (W/m K)3.63 × 10−22.90 × 10−22.28 × 10−22.89 × 10−22.89 × 10−22.63 × 10−2
u (W/m K)3.69 × 10−22.98 × 10−22.38 × 10−22.97 × 10−22.97 × 10−22.72 × 10−2
T (°C)450500550600700800
k¯ (W/m K)0.4650.4540.4470.4360.4420.424
uk¯ (W/m K)3.63 × 10−22.90 × 10−22.28 × 10−22.89 × 10−22.89 × 10−22.63 × 10−2
u (W/m K)3.69 × 10−22.98 × 10−22.38 × 10−22.97 × 10−22.97 × 10−22.72 × 10−2
The experimental data of thermal conductivity shown in Table 9 were used to obtain the following linear correlation of kT, where k is in the unit of W/m K, and T is in the unit of °C. The data-fitted curve with lower and upper bounds are shown in Fig. 9:
(11)
Fig. 9
Measured thermal conductivity for MgCl2–KCl eutectic salt
Fig. 9
Measured thermal conductivity for MgCl2–KCl eutectic salt
Close modal

Finally, all the thermophysical properties are summarized in Table 10. The provided uncertainties at a confidence interval of 95% for heat capacity, vapor pressure, viscosity, density, and thermal conductivity are the maximum of all the tested point. For the uncertainties of properties at a specific temperature, readers can refer to the corresponding figures in Secs. 3.13.5. The figure-of-merit analysis [22,23] about the thermophysical properties of molten salt MgCl2–KCl and other molten salts such as NaCl–KCl–ZnCl2 and NaCl–KCl–MgCl2 have demonstrated that MgCl2–KCl can serve as an excellent heat transfer fluid except its high melting point, which may be a concern.

Table 10

Summation of all the measured properties for MgCl2–KCl (mole: 32–68%) eutectic molten salt

PropertyValues or functions of temperature, T (°C)95% uncertainty
Melting point (°C)424.41.0
Heat of fusion (kJ/kg)207.07.5
Heat capacity (J/g K)Cp=0.9896+1.046×104×(T430)4.91 × 10−2
Vapor pressure (kPa)P=9.36950.02856×T+3.7499×105×T22.425
Viscosity (cP)μ=14.9650.0291×T+1.784×105×T20.443
Density (kg/m3)ρ=1903.70.552×T61.9
Thermal conductivity (W/m K)k=0.50470.0001×T3.69 × 10−2
PropertyValues or functions of temperature, T (°C)95% uncertainty
Melting point (°C)424.41.0
Heat of fusion (kJ/kg)207.07.5
Heat capacity (J/g K)Cp=0.9896+1.046×104×(T430)4.91 × 10−2
Vapor pressure (kPa)P=9.36950.02856×T+3.7499×105×T22.425
Viscosity (cP)μ=14.9650.0291×T+1.784×105×T20.443
Density (kg/m3)ρ=1903.70.552×T61.9
Thermal conductivity (W/m K)k=0.50470.0001×T3.69 × 10−2

Experimental Study of the Tensile Strength of Metals After Corrosion in KCl–MgCl2 at High Temperature

Corrosion is a critical issue in the application of molten salt as HTF in a CSP system. Some investigations [24,25] about the mechanism of metal corrosion in molten chloride salts have pointed out that when the metal ions in the salts are less noble than the metals in the pipes and containers, they will not oxidize the more noble metals in the pipes and containers. Therefore, any metal corrosion should be attributed to the trace water and oxygen in the molten salts KCl–MgCl2. With the molten salts being pretreated for elimination of water and oxygen, this study is interested in the tensile strength of the metals which have exposure to the molten salts at high temperatures. The tensile strength of the selected nickel-based alloys for pipes and containers was measured before and after a certain time of corrosion in the treated molten salt at a temperature of 800 °C.

A subsize specimen of a Haynes 230 and Hastelloy C-276 metal coupon in a “dog-bone” shape was used to test tensile properties in accord with ASTM E8, tensile testing of metallic materials [26]. The geometry and dimensions of the coupons are given in Fig. 10.

Fig. 10
Geometry and the corresponding dimensions of the specimen of metals for tensile test
Fig. 10
Geometry and the corresponding dimensions of the specimen of metals for tensile test
Close modal

A test coupon was vacuum sealed into a quartz tube with Argon gas or with pretreated molten salt (KCl–MgCl2 or NaCl–KCl–ZnCl2 free of air and moisture) as shown in Fig. 11, and then is kept for a different length of time at a temperature of 800 °C.

Fig. 11
A metal coupon in molten salt sealed in a vacuumed quartz
Fig. 11
A metal coupon in molten salt sealed in a vacuumed quartz
Close modal

The salt preparation/treatment and the sealing of coupons and salt in quartz tube are made through the following procedure. First, the molten salt (about 100 g) was heated to 500 °C and then kept at this temperature while sparging with Ar gas from a quartz capillary with 1 mm inner diameter at a flow rate of about 100 cm3/min for 1 h. Next, the coupon was immersed in the molten salt at 500 °C, while Ar gas was still flowing in the salt. The Ar gas was kept flowing into the salt for 5 min after metal sample immersion to remove any moisture adsorbed on the metal from air. Later, the Ar gas sparging tube was taken out of the salt, and then, the metal in salt was sequentially subjected to vacuum (−0.9 atm) for 5 min and Ar gas backfill for 1 min. Each evacuation and backfilling step was done five times over a total time of 30 min. Finally, the quartz tube containing salt and metal coupon was sealed shut while under vacuum (−0.9 atm) by melting the quartz tube with an oxyacetylene flame. During this process, the salt was kept in the molten state at 500 °C until transferred to a furnace. For corrosion test, the furnace accommodating the quartz tube with salt and coupon was kept at a temperature of 800 °C. After being heated at 800 °C in Argon and pretreated molten salt for certain period of time, the tensile strength curves of the coupon were obtained at room temperature and compared with that of a “cold” coupon (with no heating and salt exposure).

Figures 12 and 13 shows the test results of tensile strength versus strain for Haynes 230 (in Fig. 12) and Hastelloy C-276 (in Fig. 13) for a cold coupon and after exposure to a hot environment of air, Ar gas, and anaerobic molten salts (MgCl2–KCl with molar ratio of 32–68% or NaCl–KCl–ZnCl2 developed in our previous work [15] with mole ratios of 13.4–33.7–52.9%).

Fig. 12
Tensile strength of coupons after exposure to different environments. The coupon's corrosion test conditions for the curves 1–14 are: 1—fresh coupon with no heating; 2—1 week in air; 3—1 week in Ar; 4—4 weeks in Ar; 5—8 weeks in Ar, 6—1 week in KCl–MgCl2; 7—4 weeks in KCl–MgCl2; 8—8 weeks in KCl–MgCl2; 9—1 week in NaCl–KCl–ZnCl2; 10—4 weeks in NaCl–KCl–ZnCl2; 11—8 weeks in NaCl–KCl–ZnCl2; 12—16 weeks in KCl–MgCl2; 13—16 weeks in NaCl–KCl–ZnCl2; 14—16 weeks in Ar. The temperature of the corrosion tests in Ar gas and molten salts is 800 °C.
Fig. 12
Tensile strength of coupons after exposure to different environments. The coupon's corrosion test conditions for the curves 1–14 are: 1—fresh coupon with no heating; 2—1 week in air; 3—1 week in Ar; 4—4 weeks in Ar; 5—8 weeks in Ar, 6—1 week in KCl–MgCl2; 7—4 weeks in KCl–MgCl2; 8—8 weeks in KCl–MgCl2; 9—1 week in NaCl–KCl–ZnCl2; 10—4 weeks in NaCl–KCl–ZnCl2; 11—8 weeks in NaCl–KCl–ZnCl2; 12—16 weeks in KCl–MgCl2; 13—16 weeks in NaCl–KCl–ZnCl2; 14—16 weeks in Ar. The temperature of the corrosion tests in Ar gas and molten salts is 800 °C.
Close modal
Fig. 13
Tensile strength of coupons after exposure to different environments. The coupon's corrosion test conditions for the curves 1–11 are: 1—fresh coupon with no heating; 2—1 week in Ar gas; 3—4 weeks in Ar gas; 4—1 week in KCl–MgCl2; 5—4 weeks in KCl–MgCl2; 6—1 week in NaCl–KCl–ZnCl2; 7—4 weeks in NaCl–KCl–ZnCl2; 8—8 weeks inKCl–MgCl2; 9—16 weeks in KCl–MgCl2; 10—8 weeks in NaCl–KCl–ZnCl2; 11—16 weeks in NaCl–KCl–ZnCl2. The temperature of the corrosion tests in Ar gas and molten salts is 800 °C.
Fig. 13
Tensile strength of coupons after exposure to different environments. The coupon's corrosion test conditions for the curves 1–11 are: 1—fresh coupon with no heating; 2—1 week in Ar gas; 3—4 weeks in Ar gas; 4—1 week in KCl–MgCl2; 5—4 weeks in KCl–MgCl2; 6—1 week in NaCl–KCl–ZnCl2; 7—4 weeks in NaCl–KCl–ZnCl2; 8—8 weeks inKCl–MgCl2; 9—16 weeks in KCl–MgCl2; 10—8 weeks in NaCl–KCl–ZnCl2; 11—16 weeks in NaCl–KCl–ZnCl2. The temperature of the corrosion tests in Ar gas and molten salts is 800 °C.
Close modal

It is clear in Fig. 12 that a coupon with no exposure to high temperature environment showed the maximum strain at the ultimate strength, and the ultimate strength is also high. All the coupons either kept in Ar gas or in molten salts at 800 °C have unchanged slope of the strength-strain in the elastic region (below yield strength of 300 MPa) and the yield strengths also have no change. The strain at the ultimate strength has some difference due to the corrosion conditions. Under Ar gas condition given by curves 3, 4, 5, 14 corresponding to 1 week, 4 weeks, 8 weeks, and 16 weeks, the ultimate strength has some variation but does not show clear time-related decrease. Under molten salt KCl–MgCl2 conditions, given by curves 6, 7, 8, 12, corresponding to 1 week, 4 weeks, 8 weeks, and 16 weeks, the ultimate strength does not show decrease compared to the coupons exposed to Ar gas. This is a clear indication that the corrosion of the coupons in molten salt KCl–MgCl2 is very small, because metal exposed to molten salt does not show significant difference in the ultimate strength compared to coupons only exposed to Ar gas. Under molten salt NaCl–KCl–ZnCl2 conditions, given by curves 9, 10, 11, 13, corresponding to 1 week, 4 weeks, 8 weeks, and 16 weeks, the maximum yield strength show a slight decrease compared to the coupons exposed to Ar gas. However, the ultimate strength of coupons does not show linear decrease with longer time of corrosion. Therefore, the corrosion of the coupons in molten salt NaCl–KCl–ZnCl2 is also considered as rather minor.

In Fig. 13, the coupon with no exposure to high temperature environment again showed the maximum strain at the ultimate strength, and the ultimate strength is also high. The effects of Hastelloy C-276 exposures were similar to Haynes 230. At 800 °C, the coupons of Hastelloy C-276 either kept in Ar gas or in molten salts have unchanged slope of the strength-strain in the elastic region (below yield strength of 400 MPa), and the yield strengths also have no change. The strain at the ultimate strength is much smaller for the coupons exposed to high temperatures and corrosive environments. Under Ar gas condition given by curves 2, 3 corresponding to 1 week and 4 weeks, the ultimate strength does not show decrease, but the strain at the ultimate strength decreases with time. This indicates that even with no corrosion the long time under high temperature environment can still cause the ultimate strain decreases. Under molten salt KCl–MgCl2 conditions, given by curves 4, 5, 8, 9, corresponding to 1 week, 4 weeks, 8 weeks, and 16 weeks, the ultimate strength does not show much difference compared to that of the coupons exposed to Ar gas. Again, this is a clear indication that the corrosion of the coupons in molten salt KCl–MgCl2 is very minor, because metal coupons exposed to salt do not show difference in the ultimate strength compared to coupons only exposed in Ar gas. Under molten salt NaCl–KCl–ZnCl2 conditions, given by curves 6, 7, 10, 11, corresponding to 1 week, 4 weeks, 8 weeks, and 16 weeks, the ultimate strength shows a slight decrease compared to that of the coupons exposed to Ar gas. However, the ultimate strength of coupons does not show linear decrease with longer time of corrosion, for example, between that of 4 weeks, 8 weeks, and 16 weeks. This is an indication that the corrosion of the coupons in molten salt NaCl–KCl–ZnCl2 slows down significantly and does not increase linearly with time.

The thickness of corrosion layer on the surface of the dog bone samples exposed to molten salt was examined using scanning electron microscopy and energy dispersive spectroscopy (not shown in this paper). The thickness of the corrosion layer on the subsize specimens is on the orders tens of microns, and the increase rate of the thickness of the corrosion layer in time decreases with increasing time. The observed tensile strengths are consistent with the corrosion layer not affecting the underlying noncorroded metal and the metal corrosion decreasing as time goes on (from 1 to 16 weeks) when either metal (H230 and C276) is exposed to either anaerobic salt (KCl–MgCl2 and NaCl–KCl–ZnCl2) at 800 °C. Decreasing metal corrosion in time can be rationalized as due to the increasing depletion of residual oxidants (water and oxygen) from the anaerobic salt or/and the increasing growth of a barrier layer to the diffusion of corrosion-susceptible metals (like Cr) from the bulk to the surface of the metal as time goes on.

Conclusions

In this paper, the thermal and transport properties of MgCl2–KCl binary eutectic molten salt with molar fraction of 32–68% were obtained from experimental tests. The tensile strength of specimen of metals by Haynes 230 and Hastelloy C-276 were measured before and after the samples were exposed to treated molten salts and high temperature of 800 °C. The conclusions from the investigation are as follows:

  1. (1)

    The specific heat capacity has a very small variation in the liquid state, it is within the range of 0.990–1.013 J/g K.

  2. (2)

    The measured average melting point of this molten salt is 424.4 °C with 1.3% relative error compared to the theoretical melting point. The average value of heat of fusion is 207.0 kJ/kg, with 95% confidence interval of uncertainty as 7.536 kJ/kg.

  3. (3)

    The vapor pressure of current molten salt is less than 13 kPa even when the temperature is as high as 800 °C.

  4. (4)

    The viscosity of this molten salt is below 4 cP when the temperature is higher than 600 °C. At the temperature around 430 °C, this molten salt has viscosity in the range of 6–7 cP.

  5. (5)

    The density of this eutectic salt is in the range 1440–1730 kg/m3 and decreases with a (55.2 kg/m3)/100 °C slope against temperature increase.

  6. (6)

    The thermal conductivity is obtained through the experimental data of heat capacity, density, and thermal diffusivity. It is in the range of 0.465–0.424 W/m K in the temperature interval of 450–800 °C and have minor decrease with the increasing of temperature.

  7. (7)

    Hastelloy C-276 and Haynes 230 samples exposed to MgCl2–KCl binary molten salt at 800 °C have almost no strength loss compared to those treated in Argon gas and NaCl–KCl–ZnCl2 ternary molten salt no matter if the corrosion period is 1 week or longer. Haynes 230 alloy shows better corrosion resistance to MgCl2–KCl molten salt than Hastelloy C-276.

Based on the experimental results above, MgCl2–KCl eutectic molten salt with molar ratio of 32–68% is satisfactory and acceptable to serve as a high temperature heat transfer fluid in a CSP plant.

Acknowledgment

University of Arizona also provided some cost-share to this project. The authors also gratefully acknowledge that the tensile tests were performed as a service by Zachary Wing of Advanced Ceramics Manufacturing LLC in Tucson, AZ. The tensile data were plotted by Valeriia Bil, a Research Scientist working at the University of Arizona with D. Gervasio.

Funding Data

  • U.S. Department of Energy (No. DE-EE0005942).

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