Rationale and Objectives
The aims of this study were to explore the relationship between triglyceride (TG) and water in steatotic rat livers and to accordingly test the validity of the currently used steatosis calculation methods from magnetic resonance spectra. The approximations commonly used to derive steatosis degrees from magnetic resonance spectra include the generic types TG/water and TG/(TG + water).
Materials and Methods
Hepatic fat and water content was quantitated by histology, magnetic resonance spectroscopy (MRS), gas chromatography, and dry/wet weight ratio analysis in increasingly (0%–95%) steatotic rats. Correlation analysis was performed to assess the statistical relationships among the steatosis quantification techniques. Subsequently, data were fitted with linear and nonlinear functions to determine the relationship between hepatic water fraction versus hepatic TG content and TG/water ratio versus macrovesicular steatosis degree to test the validity of commonly used steatosis calculation methods.
Results
Histologic analysis of macrovesicular steatosis correlated very strongly with TG content determined by gas chromatography and MRS. A strong positive correlation was also found between gas chromatography–derived and MRS-derived TG content. Biochemical analysis revealed a linear converse relationship between hepatic fat and water content. This relationship was nonlinear when determined by MRS. The MRS-based TG/(TG + water)–type approximations reflected the linear water-fat relationship better than the TG/water–type approximations, particularly when the calculations were performed with a maximum number of TG resonances.
Conclusions
Hepatic fat approximations of the type TG/water overestimate hepatic steatosis degree because hepatic fat accumulation concurs with hepatic water exudation. Consequently, MRS-based approximations should be of the type TG/(TG + water) and contain a maximum number of TG resonances in the denominator.
Hydrogen-1 magnetic resonance (MR) spectroscopy (MRS) has proven a viable tool for the noninvasive quantitation of experimental and clinical hepatic steatosis, a condition reflective of aberrant hepatic synthesis and elimination of fat that is characterized by the intracytoplasmic accumulation and vacuolization of triglycerides (TGs) in hepatocytes. When the TG-containing vesicles become large, such that they cause displacement of the nucleus, the condition is referred to as macrovesicular steatosis (MaS). Otherwise, the condition is referred to as microvesicular steatosis. Because of the favorable packing order of TGs (ie, a high degree of rotational freedom) and the absence of adipocytes in the liver, the resonances emanating from the acyl chains of TGs can be selectively and accurately acquired with clinical MR imaging scanners and quantified at relatively high signal-to-noise ratios . Hepatic TG quantification by MRS has been shown to correlate well with other quantification techniques, such as histologic analysis, computed tomography, ultrasound, and MR imaging , underscoring the clinical potential of this modality. An added benefit of MRS compared to ultrasonography or other radiologic techniques in the experimental setting is that MRS provides information on hepatic fatty acid (FA) composition with respect to saturated, mono-olefinic, and polyolefinic FAs. This additional feature makes MRS also useful for fat metabolic and lipidomic studies.
A number of peak ratios, summarized in Table 1 , have been used for the quantification of hepatic TG content on the basis of MR spectra derived from experimental steatosis models and patients. In the majority of cases, the quantitation of hepatic fat content is de facto semiquantitative, inasmuch as a TG/water or TG/(TG + water) ratio is calculated and expressed as a percentage. Actual quantitative data have been extrapolated in a select number of studies , whereby the fat mass per tissue volume is derived from the weighed relative proton density of tissue TGs versus water, the water mass/tissue mass ratio, and the spectral TG/water or TG/(TG + water) ratio acquired in a voxel. The chief assumptions in these computations ( Table 1 ) are that the proportion of body water to tissue is relatively invariant (unless extreme changes in hydration state occur) and that consequently, “steatosis increases only the volume fraction of fat in the liver without modifying the volume ratio between the water phase and the MR-invisible phase” (ie, proteins with very short T2 times) .
Table 1
Overview of the Different Calculation Methods Commonly Used for the Determination of TG Content From MR Spectra Derived From Patients and Animal Models
Study MFS [T] TG Peak Frequency [ppm] TG Quantification 0.8–1.0 1.2–1.4 2.0–2.1 2.2–2.4 5.3 -CH 3 -CH 3 - -CH 2 -CH=CH- -COO-CH 2 - -CH=CH- Clinical studies Szczepaniak et al 1.5 × AUC(-CH 2 -)/AUC(water) Szczepaniak et al 1.5 × × AUC(-CH 2 -, -CH 3 )/[AUC(-CH 2 -, -CH 3 ) + AUC(water)] Rijkelijkhuizen et al 1.5 × × × AUC(-CH 2 -, -CH 3 , -CH 2 -CH=CH-)/AUC(water) Machann et al 1.5 × AUC(-CH 2 -)/(AUC(-CH 2 -) + AUC(water)] d’Assignies et al 1.5 × × × AUC(-CH 2 -, -CH 3 , -CH 2 -CH=CH-)/[AUC(-CH 2 -,-CH 3 ,-CH 2 -CH=CH-) + AUC(water)] Rigazio et al 1.5 × × × × AUC(-CH 2 -, -CH 3 , -CH 2 -CH=CH-, COO-CH 2 -)/[AUC(-CH 2 -, -CH 3 , -CH 2 -CH=CH-, COO-CH 2 -) + AUC(water)] Hwang et al 1.5 × AUC(-CH 2 -)/[AUC(-CH 2 ,-) + {AUC(water) × 0.72}] Borra et al 1.5 × × AUC(-CH 2 -, -CH 3 )/[AUC(-CH 2 -, -CH 3 ) + {AUC(water) × 0.7}] Animal studies: mice Calderan et al 4.7 × × Not specified Garbow et al 4.7 × × × × × AUC(-CH 3 -,-CH 2 -, -CH 2 -CH=CH-, COO-CH 2 -, -CH=CH-)/AUC(water) Animal studies: rats Ling et al 2.0 × × I(-CH 2 -)/I(water) Hockings et al 2.0 × × × AUC(-CH 3 -, -CH 2 -, -CH 2 -CH=CH-)/AUC(water) Lim et al 3.0 × × AUC(-CH 3 -, -CH 2 -)/AUC(water) Herling et al 4.7 × × AUC(-CH 3 -, -CH 2 -)/AUC(water) Animal studies: rabbits Szczepaniak et al 1.5 × AUC(-CH 2 -)/AUC(water) Animal studies: dogs Szczepaniak et al 1.5 × AUC(-CH 2 -)/AUC(water)
AUC, area under the curve; I, intensity; MFS, magnetic field strength; MR, magnetic resonance; TG, triglyceride.
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Materials and methods
Experimental Setup and Steatosis Induction
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1 H-MRS
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Histology
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Lipid Extraction and GC
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Determination of Water Content
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Data Normalization
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Curve Fitting
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∑95x=1{[f(x)=ax+b]−[f(x)=A+Bx+Cx2]}ω, ∑
x
=
1
95
{
[
f
(
x
)
=
a
x
+
b
]
−
[
f
(
x
)
=
A
+
B
x
+
C
x
2
]
}
ω
,
where x represents the histologic MaS degree; f ( x ) = ax + b and f ( x ) = A + Bx + Cx 2 are generic linear and polynomial equations, respectively; and ω indicates that {[ f ( x ) = ax + b ] − [ f ( x ) = A + Bx + Cx 2 ]} comprises natural numbers. The function sums up the difference between y values of the linear and polynomial equations for each steatosis degree ( x ) and expresses the cumulative difference as a number between zero (ie, no difference between the linear fit and the polynomial fits at each steatosis degree) and ∞. Thus, the higher Σ is, the greater the difference between the linear and polynomial fit. Σ was solved per approximation (specified later) for the respective fits.
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Statistical Analysis
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Results
Steatosis Induction and TG Profiles in MCD Diet–fed Animals
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TG Accumulation and Water Exudation Is a Nonlinear Process in Increasingly Steatotic Rat Livers
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Accuracy of Approximations for TG Content Determination from MR Spectra
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Discussion
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Conclusions
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