Abstract
Objective
MRI temperature sensitivity presents a major issue in in situ post mortem MRI (PMMRI), as the tissue temperatures differ from living persons due to passive cooling of the deceased. This study aims at computing brain temperature effects on the MRI parameters to correct for temperature in PMMRI, laying the foundation for future projects on post mortem validation of in vivo MRI techniques.
Materials and methods
Brain MRI parameters were assessed in vivo and in situ post mortem using a 3 T MRI scanner. Post mortem brain temperature was measured in situ transethmoidally. The temperature effect was computed by fitting a linear model to the MRI parameters and the corresponding brain temperature.
Results
Linear positive temperature correlations were observed for T1, T2* and mean diffusivity in all tissue types. A significant negative correlation was observed for T2 in white matter. Fractional anisotropy revealed significant correlations in all gray matter regions except for the thalamus.
Discussion
The linear models will allow to correct for temperature in post mortem MRI. Comparing in vivo to post mortem conditions, the mean diffusivity, in contrast to T1 and T2, revealed additional effects besides temperature, such as cessation of perfusion and active diffusion.
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Introduction
The validation of in vivo magnetic resonance imaging (MRI) techniques based on macroscopy and histology is crucial to reliably characterize tissue and verify pathological changes observed in MR imaging [1]. In contrast to ex-situ post mortem MRI, in situ post mortem MRI does not suffer from artefacts due to extraction and fixation of the organ, such as shrinking, gas inclusions and changes of relaxation times and tissue diffusion properties [2]. Thus, the correlation of in situ post mortem MRI with in vivo MRI on one hand, and with macroscopy and histology, on the other hand, allows interconnecting in vivo MRI to macroscopy and histology. Therefore, in situ post mortem MRI presents a unique possibility for validating in vivo imaging techniques. However, post mortem quantitative MRI is impaired by the temperature dependence of the MRI parameters, including T1, T2, T2*, mean diffusivity (MD) and fractional anisotropy (FA) [3,4,5,6,7,8,9,10].
Previous literature revealed that temperature influences the spin–lattice relaxation T1 and the spin–spin relaxation T2 due to its relation to the translational and rotational motion of hydrogen protons [11, 12]. Nelson et al. [11] proposed a fast exchange two-state (FETS) model claiming that T1 is proportional to exp(− EA/kBT), which describes the relation between T1 and the absolute temperature T with the help of the activation energy EA and the Boltzmann constant kB. Assuming a small range of temperature (∆temperature = 40 °C), a linear relation between the relaxation parameter T1 and the temperature could be expected [11]. Further, the model predicted a small temperature dependence of T2 [4, 11].
In contrast to in vivo MRI, the temperature dependence of the relaxation times affects qualitative and quantitative images in post mortem MRI, as the tissue temperature can markedly differ from that in living persons due to the passive cooling of the deceased subject (algor mortis) [8]. Storing the bodies in a cooling chamber of 4 °C leads to varying post mortem body temperatures in the range of 4–37 °C (assuming a normal body temperature at the time of death without the presence of fever [13]), depending on the post mortem interval and the storage time in the cooling chamber [14]. Nevertheless, post mortem MRI, especially in situ MRI, offers a unique platform for performing validation of in vivo MRI techniques [15]. As post mortem in situ investigations neither require the extraction of the brain from the skull nor tissue fixation, the intact brain of a deceased subject can be studied. However, for the validation of in vivo MRI based on in situ post mortem MRI, the effect of the temperature on the relaxation parameters has to be accurately examined to correct the relaxation parameters for the temperature in situ. To date, only a few articles that investigated temperature effects on the brain in MRI [3,4,5,6,7,8,9,10, 16, 17] were published. Birkl et al. [4] examined the temperature effect on relaxation parameters of fresh post mortem brain slices by heating the slices and measuring them using a 3 T MRI scanner. Scheurer et al. [3], Zech et al. [5], Tashiro et al. [6], Ruder et al. [8], Busch et al. [9], as well as Flach et al. [10] examined the MRI parameters as a function of the core temperature determined in the rectum with a 1.5 T MRI scanner, while Tofts et al. [16] corrected the MRI parameters based on the diffusion constant in the cerebrospinal fluid of two deceased subjects with enlarged ventricular volumes. Kobayashi et al. [7] revealed the temperature dependence of the MRI parameters based on tissue contrast changes, while Zech et al. [5] investigated the effect of temperature on the relaxation parameters in situ with a 1.5 T MRI scanner by assessing the core temperature in the esophagus. However, in contrast to the brain temperature, the core temperature depends on the body mass, body integrity and the clothing of the corpse [18]. Furthermore, different temperature cooling rates have been observed for the core and the brain temperature at identical environmental temperatures [19, 20]. Thus, these temperatures do not correlate linearly during post mortem cooling, questioning the linear relation between the MRI parameters of the brain and the core temperature proposed by prior publications [5,6,7, 16]. Therefor to reliably assess the temperature dependence of the brain MRI parameters, quantitative MRI should be directly correlated with brain temperature. However, this has not yet been performed and represents a major research gap.
Thus, this study investigates the effect of the brain temperature on T1, T2, T2*, MD and FA of the brain in situ, as this would enable the temperature correction of post mortem quantitative MRI. The present study further aims at comparing the MRI parameter results between in vivo and post mortem conditions at in vivo temperature. This will be achieved by evaluating the temperature dependency of the MRI parameters, both including and excluding in vivo conditions. A discrepancy between these fits at in vivo temperature would indicate that further physiological processes are present and affect the MRI parameters. Such processes might be connected to the course of dying and might include the cessation of circulation and subsequent loss of perfusion, as well as ceased metabolic activities post mortem.
Materials and methods
Subject characteristics
All procedures conducted in this study were performed according to the national human research act (HRA, SR 810.30) and ethical standards, and additionally with a positive evaluation of the institutional review board. In this study, 16 forensic cases (age at time of death = 61.0 ± 15.4 years; 4 females, 12 males) with an autopsy order by the local prosecutor underwent an in situ post mortem MRI examination of the brain. Post mortem subjects were excluded in case of traumatic brain injury, external signs of putrefaction (green coloration of the skin, ablation and vesicle formation of the skin [21]), cranial fractures, underage at the time of death or MR unsafe bodies. Brain and cranial integrity as well as MR safety were verified by performing a CT scan (Siemens Somatom Emotion 16 slice scanner, Siemens Healthineers, Erlangen Germany) prior to study inclusion. Eleven deceased subjects were stored in a cooling chamber at 4 °C, while the remaining five subjects were stored at an average room temperature of 19 °C prior to the MRI scan. In addition to the post mortem cases, the MRI examination was conducted on four living volunteers (age = 29.5 ± 5.6 years; 4 females), to provide reference values in vivo. MR safety of volunteers was clarified with a standard MR safety screening questionnaire, further exclusion criteria for living subjects were pregnancy or fever.
Post mortem interval and temperature assessments
The post mortem intervals (PMI) were assessed based on Henssge’s nomogram [22] using the rectal temperature, which is the standard method for assessing the time of death used in forensic medicine. Brain temperature was assessed with a waterproof needle probe (Testo, art. no: 0628 0027, Testo SE & Co., Mönchaltorf, Switzerland) placed through the os ethmoidale along the longitudinal fissure (see Fig. 1) under CT control and removed shortly before the MRI scan due to its MR unsafe configuration. The temperature measurements were acquired with a recording interval of 10 s using a portable temperature data logger system (Testo 175 T3—Temperaturlogger, Testo SE & Co., Mönchaltorf, Switzerland). The brain temperature of the living volunteers was assumed to be 36.5 °C [23, 24].
MRI acquisitions
During the MRI scan (3 T Siemens MAGNETOM Prisma with a 20-channel head and neck coil) the corpses were wrapped in two artefact-free body bags in supine position to prevent fluid leakage and to keep anonymity of the bodies. The following MRI protocol was always acquired in the same order in post mortem and in vivo subjects and had a scan duration of 1.5 h:
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Inversion recovery spin-echo (IR-SE) sequence with six different inversion times to quantify relaxation time T1 (TI = 30, 80, 200, 400, 700, 1200 ms, echo time (TE) = 12 ms, repetition time (TR) = 7060 ms, 40 slices, slice thickness of 4 mm, in-plane resolution of 1 × 1 mm2);
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Multi-contrast spin-echo (SE) sequence with 12 different TEs to quantify relaxation time T2 (TEs = 9.8, 19.6, 294, 39.2, 49.0, 58.8, 68.6, 78.4, 88.2, 98, 107.8, 117.6 ms, TR = 5720 ms, 44 slices, slice thickness of 4 mm, in-plane resolution of 1 × 1 mm2);
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Multi-echo gradient echo (GRE) sequence with 12 different echo times to quantify relaxation time T2* (TEs = 5.79, 10.34, 14.40, 18.46, 22.52, 26.58, 30.64, 34.70, 38.76, 42.82, 46.88, 50.94 ms, TR = 68 ms, 44 slices, slice thickness 4 mm, in-plane resolution of 1 × 1 mm2);
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Diffusion-weighted single-shot echo-planar imaging DTI sequence to quantify MD and FA with b = 2000 s/mm2, 64 isotropically distributed diffusion directions, 3 b = 0 s/mm2, TE = 109 ms, TR = 18,700 ms, 100 slices, isotropic resolution of 1.8 mm3.
Image analysis
Brain extraction was performed on the T1-weighted IR-SE data with TI = 200 ms, using BET [25] of the software functional MRI of the brain software library (FSL) 6.1 (Analysis Group, FMRIB, Oxford, UK) [26]. Further, FSL’s FAST [27] was used to generate the white and gray matter masks of the T1-weighted IR-SE data. The deep gray matter mask (including nucleus accumbens, amygdala, hippocampus, globus pallidus, putamen, caudate nucleus, and thalamus) was generated using FSL’s FIRST [28]. For further analysis, the deep gray matter subregions globus pallidus, putamen, caudate nucleus, and thalamus were segmented separately using FSL’s FIRST (see Fig. 2). Voxels revealing partial volume effects on the FSL partial volume maps [27] (values below 1 in the partial volume maps) were excluded for further calculations. In addition, partial volume effects were further avoided by thresholding the maps of the MRI parameters using the Otsu method [29, 30], which maximizes the interclass variance of the voxels with and without partial volume effects. In the case of poor CSF segmentation, manual segmentation was performed on the MRI parameter maps.
SE and GRE were registered to the IR-SE data using FSL’s FLIRT [31, 32], which allowed the subsequent application of white matter, cerebral cortex and deep gray matter masks to SE and GRE datasets. T2 and T2* were computed voxel-wise using a two-parameter mono-exponential single decay fit [33], while the relaxation time T1 was calculated voxel-wise using a biexponential fit with three parameters (\({M}_{0}\), p, T1) and T2 of the corresponding voxel \(\left( {S = M_{0} \cdot \exp \left( { - \frac{{{\text{TE}}}}{{T_{2} }}} \right) \cdot \left( {1 - p \cdot \exp \left( { - \frac{{{\text{TI}}}}{{T_{1} }}} \right) + \exp \left( { - \frac{{{\text{TR}}}}{{T_{1} }}} \right)} \right)} \right)\) [34] using MATLAB 2018b (The MathWorks, Inc., Natick, MA, USA). The factor p was fitted to account for B1 errors originating from imperfect 180° inversion pulses.
DTI data were analyzed with FSL’s DTIFIT (FSL v6.1). Distortions induced by eddy currents and head motion in the living subjects were corrected by FSL’s EDDY_CORRECT [35] prior to registering to IR-SE using FLIRT.
Statistical analysis
The MRI parameters were averaged for each tissue type using the software MATLAB 2018b (The MathWorks, Inc., Natick, MA, USA). The temperature dependence of each MRI parameter was assessed by fitting a linear model to the data, as proposed by Nelson et al. [11]. Further, 95% confidence intervals of the linear fits were determined using MATLAB. A Pearson’s p value ≤ 0.05 was interpreted as statistically significant. To detect physiological processes, which might occur during the course of death and further affect the MRI parameters, the fits were performed once including and once excluding the in vivo data. To reflect these possible non-temperature contributions, the percentage difference between the measured mean in vivo value and the value at 36.5 °C predicted by the model using solely post mortem data is shown in Tables 1 and 2 (Δ*) based on the measured mean in vivo value taken as 100%.
Furthermore, the percentage differences of the MRI parameters at maximum temperature difference between 4 and 36.5 °C (Δ**) was further evaluated based on the fit using solely post mortem data. This difference was computed based on the respective value at 36.5 °C taken as 100%. This percentage difference reflects the contribution of temperature on the in situ post mortem MRI parameters.
Results
The deceased revealed an average brain temperature of 12.7 ± 5.7 °C (ranging from 5.6 to 28.1 °C) and an average PMI at the time of the MRI scan of 31.1 ± 16.5 h. Representative T1, T2, T2*, MD, FA maps of one post mortem subject and one in vivo subject are shown in Fig. 3.
Table 1 summarizes the temperature effects on all MRI parameters (T1, T2, T2*, MD, FA) for white matter (WM), the cerebral cortex and deep gray matter based on the fitted linear models once with and once without in vivo data. Moreover, Table 2 presents the temperature effect on all MRI parameters for the additionally analyzed deep gray matter substructures, again based on the fitted linear models once with and once without in vivo data. The graphs revealing each MRI parameter as a function of the brain temperature with both fits are shown for white matter, the cerebral cortex and deep gray matter in Fig. 4, as well as for the deep gray matter substructures in Fig. 5.
The MRI parameters T1, T2, T2*, MD and FA (a–e) as a function of the brain temperature differentiated for cerebral cortex (blue triangles), deep gray matter (gray squares) and white (red dots) matter. Error bars represent standard deviation. The corresponding linear fits are shown including the in vivo values (solid line) and excluding the in vivo values (dashed line), respectively. The dark shaded areas indicate the 95% CI of the fits including the in vivo values of cerebral cortex (blue), deep gray matter (gray) and white (red) matter. The light shaded areas indicate the 95% CI of the fits excluding the in vivo values of cerebral cortex (blue), deep gray matter (gray) and white matter (red)
The MRI parameters T1, T2, T2*, MD and FA (a–e) as a function of the brain temperature differentiated for globus pallidus (dark gray diamonds), putamen (light gray plus signs), caudate nucleus (cyan crosses), and thalamus (dark gray-blue asterisks). The corresponding linear fits including the in vivo values (solid line) and excluding the in vivo values (dashed line) are shown
T1 of all gray matter (GM) regions significantly increases with increasing temperature based on the fit including the in vivo values (cerebral cortex: p = 0.024, deep gray matter regions: p < 0.01) and shows the greatest slope of the linear fit of all investigated relaxations parameters. The slope values are similar for the thalamus and the globus pallidus, while a greater slope value is observed in the putamen. T1 of WM as well as T2 of the cerebral cortex and deep gray matter do not show any temperature dependence, while T2 of WM decreases significantly (p < 0.01) with increasing brain temperature, independently of the in vivo data. Significant positive correlations (p < 0.01) between the brain temperature and T2* were found in WM, as well as in the cerebral cortex and deep gray matter regarding the fit including the in vivo data. Similar slope values have been found in all deep gray matter regions investigated. The MD increases significantly (p < 0.01) with increasing temperature in WM and GM irrespective of including in vivo data or not. FA does not show a significant correlation with temperature in WM, while FA of the cerebral cortex, globus pallidus, caudate nucleus and putamen significantly (p < 0.01) correlate with temperature in case the fit included the in vivo data.
The percentage differences between the measured mean in vivo values and the predicted values at 36.5 °C based on the model using solely post mortem data is further shown in Tables 1 and 2 (Δ*). The largest percentage difference Δ* is observed in gray matter regions for the parameter FA (50–80%) and in all regions for MD (~ − 50%).
The last column in Tables 1 and 2 indicates the relative difference between the MRI parameter fit at in vivo brain temperature (36.5 °C) and at minimum brain temperature (4 °C), using the model-based solely on post mortem data (Δ**). The largest Δ** ranging from − 36.4 to − 58.8% was observed for MD in both WM and GM. In WM, T1, T2* and FA showed only minimal changes of − 6.6, − 4.6 and − 0.6%, respectively, while for T2, a difference of 21.6% was obtained. In GM, the changes of T1, T2, T2* and FA ranged from − 28.6 to 17.4%.
Discussion
The experimental set-up of this study allowed the investigation of the effect of brain temperature on post mortem quantitative brain MRI. By performing MRI in situ post mortem, this study overcame the limitations of tissue extraction and fixation of ex-situ studies. Additionally, by directly measuring the brain temperature, the issue of having different cooling rates for the body core and the brain faced by previous studies [3, 5,6,7,8,9,10, 16, 17] was avoided. Moreover, this study enabled the comparison of in situ post mortem and in vivo MRI parameters based on the same experimental set-up.
The longitudinal relaxation rate T1 of the cerebral cortex and the deep gray matter revealed significant positive correlations as proposed by the FETS model [11]. T1 of the cerebral cortex revealed the greatest slope value compared to all other gray matter regions based on post mortem conditions. Furthermore, the putamen had the greatest slope value of the deep gray matter subregions, which is in agreement with the findings in the basal ganglia of Birkl et al. [4]. The detected slopes in the cerebral cortex were lower compared to the findings proposed by Birkl et al. [4] and higher compared to the findings of Zech et al. [5]. This could be explained by the differences in the experimental set-up: as this study conducted in situ measurements and performed brain temperature measurements, a direct comparison is difficult as Zech et al. [5] measured the core temperature in the esophagus and Birkl et al. [4] measured the relaxation times of extracted brain tissue at different temperatures by controlled heating on a smaller cohort. Due to restrictions in the present set-up of this study, subjects could not be measured at different temperatures as performed by Birkl et al. [4]. This prevented the evaluation of the role of individual iron and myelin concentrations in different brain regions affecting T1 in this study [36]. However, by pooling the voxels from across the entire brain in this study, intra-subject influences of tract-specific differences in T1 could be reduced and intrinsic differences in iron or myelin contents should have averaged out. The resulting T1 values in this work showed little temperature dependence in WM compared to GM, which might be due to the limited molecular mobility in the intracellular cytoplasm of the myelinated axons or due to the smaller water content in white compared to gray matter influencing the longitudinal relaxation [37, 38]. Therefore, no strong impact of the temperature-induced decrease of molecular mobility on T1 in WM is observed. As compared to literature, this study observed reduced in vivo T1 values, although the fit accounted for B1 imperfections [39,40,41,42,43]. This might originate from methodological discrepancies in the setup of the MRI sequences, or the limited in vivo sample size examined here. Based on the resulting positive Δ* percentage differences, increased T1 values were obtained in the white matter and cerebral cortex by the sole post mortem fit at 36.5 °C compared to the measured mean in vivo values. This might be attributed to prolonged T1 values in the older post mortem subjects in white matter [44] and in the cerebral cortex [45]. The significant linear relations and the large Δ** percentage differences of T1 in the cerebral cortex and the deep gray matter prove the importance of correcting T1 in gray matter for the temperature by normalizing the values to the same temperature. Thereby, the comparison of quantitative T1 values among subjects with different brain temperatures, as well as between in vivo and post mortem subjects, could become feasible.
Although the T2 Δ* percentage differences indicate no strong non-temperature effects, a possible influence of further smaller physiological post mortem effects cannot be ruled out. A temperature effect on T2 was predicted by the FETS model (− 0.27% per 1 °C in 5% bovine albumin solution) [11]. The similar effect was also observed in WM as well as in the cerebral cortex in this study. However, T2 only decreased significantly (p < 0.01) with increasing temperatures for WM. Non-significant temperature dependencies in the cerebral cortex of T2 were also observed by previous studies [4, 6]. In deep gray matter, the caudate nucleus and the thalamus solely revealed significant temperature dependencies in case in vivo values were included in the fit. Nevertheless, the increased age of the post mortem subjects compared to the in vivo cohort might have affected T2 in these regions (by 3.2% and 6.1%, respectively) and therefore, prevents a conclusive statement on the temperature effect based on the fit including in vivo conditions [46]. The significant temperature effect of WM observed in this study revealed a three times larger slope value as compared to previous studies. However, a direct comparison is not feasible, as these studies did not reveal significant temperature dependencies. Based on the significant linear relation and the large Δ** percentage difference observed in WM T2, a temperature correction of T2 in WM is crucial to compare T2 in WM among different brain temperatures and can be achieved with the relation found.
Positive significant correlations can only be observed between the temperature and T2* in all observed regions in case in vivo values are included in the fit. Notably, the in vivo values revealed smaller WM T2* variations compared to post mortem conditions, which might be attributed to the decreased T2* fiber orientation dependency post mortem [47, 48]. The slight positive correlation found in the deep gray matter structures based on the model including the in vivo data may be attributed to the temperature-dependent iron-induced susceptibility changes [49, 50]. Further, shorter T2* values were predicted by the sole post mortem temperature model at 36.5 °C compared to the measured mean in vivo values (caudate nucleus: − 10.9%, putamen: − 19.5%, globus pallidus: − 7.7%). This may be attributed to the increased age of the post mortem cohort compared to the in vivo subjects (31.5 years on average). According to Sedlacik et al. [46], T2* is reduced by 12.7% in the basal ganglia for an age difference of 31.5 years, which is in accordance with the results of this study and therefore might contribute to the observed difference between both fits (including and excluding in vivo conditions). In combination with different states of autolysis between in vivo and post mortem subjects, the analysis of the temperature effect including the in vivo values in the deep gray matter structures is limited. No significant temperature effects were found in deep gray matter T2* based solely on post mortem values, which may be attributed to the limited number of subjects and their inter-subject variations of myelin and iron concentrations additionally affecting T2*. Together with the limited possibility of this study to investigate the role of myelin and iron contents, no conclusive statement can be drawn on the effect of different iron concentrations in different brain regions on the temperature effect [36, 51, 52].
The temperature effect on MD assessed including the in vivo cases revealed a significantly different fitted linear model compared to the temperature effect based on post mortem cases only. The large and negative Δ* percentage differences for MD indicate the existence of other post mortem effects besides the temperature, which cause a decrease of MD in brain tissue of 50% immediately after death. Similar MD decreases were observed by Scheurer et al. [3] between post mortem and in vivo conditions. Albeit the increased age of the post mortem compared to the in vivo subjects would lead to a reduction of MD, ageing cannot explain the entire difference between both fits (max. 24%, 22% decrease in WM and GM, respectively) [53]. This immediate reduction may be attributed to the cessation of circulation and subsequent loss of perfusion, as well as ceased metabolic activities post mortem, which lead to reduced intra- and extracellular diffusion [54,55,56]. Moreover, the largest Δ** percentage differences of all MRI parameters were observed in MD of WM, cerebral cortex and deep gray matter revealing values of − 54.3%, − 58.8% and − 53.6%, respectively. Thus, the temperature has a clear effect on MD in both, WM and gray matter brain tissues (p < 0.01). These findings are in agreement with the Einstein derivation of the Brownian motion, which suggests a linear relationship between diffusion and temperature [57]. Furthermore, a higher slope was observed in the cerebral cortex compared to WM, thereby indicating a stronger temperature dependence in the cerebral cortex. This might be caused by the lower water content and the limited molecular mobility in WM [58]. Thus, based on the obtained Δ* and Δ** percentage differences, it is important to not only correct MD values for the temperature, but also for the diffusion loss after death to compare MD between in vivo and post mortem subjects.
To compare MD between in vivo and post mortem subjects, it is important to not only correct MD values for the temperature, but also for the diffusion loss after death.
Neither significant post mortem changes, nor a temperature dependency was observed for FA in WM based on the Δ* percentage differences. These findings are in accordance with the results found by Scheurer et al. [3]. In contrast, a significant (p < 0.05) temperature dependency was found for FA in the cerebral cortex and deep gray matter based on the fit including the in vivo subjects, albeit no temperature effect on the fractional anisotropy was expected, as it constitutes an entirely structural parameter. Thus, the significance found in GM regions may rather occur due to a post mortem structural change in GM, such as post mortem tissue decomposition that might correlate with temperature. It remains unclear how possible ageing effects influenced our results, as the ageing effect on GM FA was not yet examined in literature and existing publications in WM showed controversial results [53, 59].
Limitations
The limitations of this study include the different states of autolysis, the already discussed effect of ageing, changes in myelin and iron concentrations, and the small sample size, which limits statistical validity (e.g. non-uniform age and brain temperature distributions). Due to the MR incompatible setup of the brain temperature probe, this study is further limited by the unconsidered temperature increase of the deceased during the MRI measurement. However, previous studies that were based on assessing the rectal temperature faced the same restriction as the rectal temperature probes were also not MRI compatible. To reduce the bias caused by the temperature increase of the brain during the MRI scan, the MRI sequences in this study were always applied in the same order for all subjects. This led to similar environmental temperatures during all MRI examinations. Furthermore, brain temperature of the deceased could not be measured again after the MRI examination, as this would have required an additional CT-controlled placement of the brain probe. In addition, the post mortem quantitative MRI parameters could not be assessed at brain temperatures higher than 28 °C, due to the time-restricted access to the MRI scanner, leading to an increased storage period of the deceased. The limited maximum temperature of the environment in turn led to a limited brain temperature range of 23 °C of the post mortem subjects.
Conclusion
This study examined the influence of the brain temperature on the MRI parameters of the brain using in vivo and post mortem subjects based on an identical experimental set-up. Brain temperature has a significant influence on T1, T2*, MD and FA in GM and on T2, T2*, and MD in WM, indicating the necessity to correct these MRI parameters for temperature when measuring post mortem. The linear models proposed in this study can serve as a temperature correction method for in situ post mortem quantitative brain MRI parameters for the varying brain temperatures of deceased. The temperature correction method will allow the direct comparison of brain MRI parameters among different brain temperatures and between in vivo and post mortem subjects. This represents an important precondition for validating quantitative MRI using deceased in which tissue characterization can be complemented by histology. Therefore, the results of this study can be used for future post mortem validation of in vivo brain imaging techniques.
References
Alyami W, Kyme A, Bourne R (2020) Histological validation of MRI: a review of challenges in registration of imaging and whole-mount histopathology. J Magn Reson Imaging. https://doi.org/10.1002/jmri.27409
Seifert AC, Umphlett M, Hefti M, Fowkes M, Xu J (2019) Formalin tissue fixation biases myelin-sensitive MRI. Magn Reson Med 82(4):1504–1517
Scheurer E, Lovblad KO, Kreis R, Maier SE, Boesch C, Dirnhofer R, Yen K (2011) Forensic application of postmortem diffusion-weighted and diffusion tensor MR imaging of the human brain in situ. AJNR Am J Neuroradiol 32(8):1518–1524
Birkl C, Langkammer C, Haybaeck J, Ernst C, Stollberger R, Fazekas F, Ropele S (2014) Temperature-induced changes of magnetic resonance relaxation times in the human brain: a postmortem study. Magn Reson Med 71(4):1575–1580
Zech WD, Hottinger AL, Schwendener N, Schuster F, Persson A, Warntjes MJ, Jackowski C (2016) Post-mortem 1.5T MR quantification of regular anatomical brain structures. Int J Legal Med 130(4):1071–1080
Tashiro K, Shiotani S, Kobayashi T, Kaga K, Saito H, Someya S, Miyamoto K, Hayakawa H (2015) Cerebral relaxation times from postmortem MR imaging of adults. Magn Reson Med Sci 14(1):51–56
Kobayashi T, Shiotani S, Kaga K, Saito H, Saotome K, Miyamoto K, Kohno M, Kikuchi K, Hayakawa H, Homma K (2010) Characteristic signal intensity changes on postmortem magnetic resonance imaging of the brain. Jpn J Radiol 28(1):8–14
Ruder TD, Hatch GM, Siegenthaler L, Ampanozi G, Mathier S, Thali MJ, Weber OM (2012) The influence of body temperature on image contrast in post mortem MRI. Eur J Radiol 81(6):1366–1370
Busch JR, Lundemose SB, Lynnerup N, Jacobsen C, Jorgensen MB, Banner J (2019) Post-mortem MRI-based volumetry of the hippocampus in forensic cases of decedents with severe mental illness. Forensic Sci Med Pathol 15(2):213–217
Flach PM, Schroth S, Schweitzer W, Ampanozi G, Slotboom J, Kiefer C, Germerott T, Thali MJ, El-Koussy M (2015) Deep into the Fibers! Postmortem diffusion tensor imaging in forensic radiology. Am J Forensic Med Pathol 36(3):153–161
Nelson TR, Tung SM (1987) Temperature dependence of proton relaxation times in vitro. Magn Reson Imaging 5(3):189–199
Bottomley PA, Foster TH, Argersinger RE, Pfeifer LM (1984) A review of normal tissue hydrogen NMR relaxation times and relaxation mechanisms from 1–100 MHz: dependence on tissue type, NMR frequency, temperature, species, excision, and age. Med Phys 11(4):425–448
Geneva II, Cuzzo B, Fazili T, Javaid W (2019) Normal body temperature: a systematic review. Open Forum Infect Dis 6(4):ofz032
Eden RE, Thomas B (2020) Algor Mortis. In: StatPearls. Treasure Island (FL)
Alkemade A, Groot JM, Forstmann BU (2018) Do we need a human post mortem whole-brain anatomical ground truth in in vivo magnetic resonance imaging? Front Neuroanat 12:110
Tofts PS, Jackson JS, Tozer DJ, Cercignani M, Keir G, MacManus DG, Ridgway GR, Ridha BH, Schmierer K, Siddique D, Thornton JS, Wroe SJ, Fox NC (2008) Imaging cadavers: cold FLAIR and noninvasive brain thermometry using CSF diffusion. Magn Reson Med 59(1):190–195
Zech WD, Schwendener N, Persson A, Warntjes MJ, Jackowski C (2015) Temperature dependence of postmortem MR quantification for soft tissue discrimination. Eur Radiol 25(8):2381–2389
Henssge CF, Reinhardt R, Beckmann E-R (1984) Todeszeitbestimmung auf der Basis simultaner Messung von Hirn- und Rektaltemperatur. Z Rechtsmed 93:123–133
Bartgis C, LeBrun AM, Ma R, Zhu L (2016) Determination of time of death in forensic science via a 3-D whole body heat transfer model. J Therm Biol 62(Pt B):109–115
Gulyas B, Dobai J Jr, Szilagyi G, Csecsei G, Szekely G Jr (2006) Continuous monitoring of post mortem temperature changes in the human brain. Neurochem Res 31(2):157–166
Madea B, Henssge C, Reibe S, Tsokos M, Kernbach‐Wighton G (2014) Postmortem changes and time since death. In: Handbook of forensic medicine. https://doi.org/10.1002/9781118570654.ch7. Wiley-Blackwell, Hoboken, NJ, pp 75–133
Henssge C (1988) Death time estimation in case work. I. The rectal temperature time of death nomogram. Forensic Sci Int 38(3–4):209–236
Huppelsberg J, Walter K (2009) Kurzlehrbuch physiologie. Georg Thieme Verlag, Stuttgart
Brandes R, Lang F, Schmidt RF (2019) Physiologie des Menschen: mit Pathophysiologie, 32nd edn. Berlin, Heidelberg
Smith SM (2002) Fast robust automated brain extraction. Hum Brain Mapp 17(3):143–155
Woolrich MW, Jbabdi S, Patenaude B, Chappell M, Makni S, Behrens T, Beckmann C, Jenkinson M, Smith SM (2009) Bayesian analysis of neuroimaging data in FSL. Neuroimage 45(1 Suppl):S173-186
Zhang Y, Brady M, Smith S (2001) Segmentation of brain MR images through a hidden Markov random field model and the expectation-maximization algorithm. IEEE Trans Med Imaging 20(1):45–57
Patenaude B, Smith SM, Kennedy DN, Jenkinson M (2011) A Bayesian model of shape and appearance for subcortical brain segmentation. Neuroimage 56(3):907–922
Xue JH, Pizurica A, Philips W, Kerre E, Van de Walle R, Lemahieu I (2003) An integrated method of adaptive enhancement for unsupervised segmentation of MRI brain images. Pattern Recognit Lett 24(15):2549–2560
Tariq H (2017) Otsu’s segmentation: review, visualization and analysis in context of axial brain MR slices. J Theor Appl Inf Technol 95:6042–6055
Jenkinson M, Smith S (2001) A global optimisation method for robust affine registration of brain images. Med Image Anal 5(2):143–156
Jenkinson M, Bannister P, Brady M, Smith S (2002) Improved optimization for the robust and accurate linear registration and motion correction of brain images. Neuroimage 17(2):825–841
McRobbie DW, Moore EA, Graves MJ (2017) MRI from picture to proton, 3rd edn. Cambridge University Press, Cambridge. https://doi.org/10.1017/9781107706958:1-383
Perman WH, Hilal SK, Simon HE, Maudsley AA (1984) Contrast manipulation in NMR imaging. Magn Reson Imaging 2(1):23–32
Andersson JLR, Sotiropoulos SN (2016) An integrated approach to correction for off-resonance effects and subject movement in diffusion MR imaging. Neuroimage 125:1063–1078
Stuber C, Morawski M, Schafer A, Labadie C, Wahnert M, Leuze C, Streicher M, Barapatre N, Reimann K, Geyer S, Spemann D, Turner R (2014) Myelin and iron concentration in the human brain: a quantitative study of MRI contrast. Neuroimage 93(Pt 1):95–106
Neeb H, Zilles K, Shah NJ (2006) A new method for fast quantitative mapping of absolute water content in vivo. Neuroimage 31(3):1156–1168
Neeb H, Zilles K, Shah NJ (2006) Fully-automated detection of cerebral water content changes: study of age- and gender-related H2O patterns with quantitative MRI. Neuroimage 29(3):910–922
Chen L, Bernstein M, Huston J, Fain S (2001) Measurement of T1 relaxation times at 3.0 T: implications for clinical MRA. Paper presented at the Proc. Intl. Soc. Mag. Reson. Med, vol 9
Shin W, Gu H, Yang Y (2009) Fast high-resolution T1 mapping using inversion-recovery Look-Locker echo-planar imaging at steady state: optimization for accuracy and reliability. Magn Reson Med 61(4):899–906
Preibisch C, Deichmann R (2009) Influence of RF spoiling on the stability and accuracy of T1 mapping based on spoiled FLASH with varying flip angles. Magn Reson Med 61(1):125–135
Stikov N, Boudreau M, Levesque IR, Tardif CL, Barral JK, Pike GB (2015) On the accuracy of T1 mapping: searching for common ground. Magn Reson Med 73(2):514–522
Lu H, Nagae-Poetscher LM, Golay X, Lin D, Pomper M, van Zijl PC (2005) Routine clinical brain MRI sequences for use at 3.0 Tesla. J Magn Reson Imaging 22(1):13–22
Kupeli A, Kocak M, Goktepeli M, Karavas E, Danisan G (2020) Role of T1 mapping to evaluate brain aging in a healthy population. Clin Imaging 59(1):56–60
Erramuzpe A, Schurr R, Yeatman JD, Gotlib IH, Sacchet MD, Travis KE, Feldman HM, Mezer AA (2021) A comparison of quantitative R1 and cortical thickness in identifying age, lifespan dynamics, and disease states of the human cortex. Cereb Cortex 31(2):1211–1226
Sedlacik J, Boelmans K, Lobel U, Holst B, Siemonsen S, Fiehler J (2014) Reversible, irreversible and effective transverse relaxation rates in normal aging brain at 3T. Neuroimage 84:1032–1041
Lenz C, Berger C, Bauer M, Scheurer E, Birkl C (2021) Sensitivity of fiber orientation dependent R 2 * to temperature and post mortem interval. Magn Reson Med. https://doi.org/10.1002/mrm.28874
Wharton S, Bowtell R (2013) Gradient echo based fiber orientation mapping using R2* and frequency difference measurements. Neuroimage 83:1011–1023
Schenck JF (1996) The role of magnetic susceptibility in magnetic resonance imaging: MRI magnetic compatibility of the first and second kinds. Med Phys 23(6):815–850
Yablonskiy DA, Haacke EM (1994) Theory of NMR signal behavior in magnetically inhomogeneous tissues: the static dephasing regime. Magn Reson Med 32(6):749–763
Langkammer C, Krebs N, Goessler W, Scheurer E, Ebner F, Yen K, Fazekas F, Ropele S (2010) Quantitative MR imaging of brain iron: a postmortem validation study. Radiology 257(2):455–462
Callaghan MF, Freund P, Draganski B, Anderson E, Cappelletti M, Chowdhury R, Diedrichsen J, Fitzgerald TH, Smittenaar P, Helms G, Lutti A, Weiskopf N (2014) Widespread age-related differences in the human brain microstructure revealed by quantitative magnetic resonance imaging. Neurobiol Aging 35(8):1862–1872
Taki Y, Thyreau B, Hashizume H, Sassa Y, Takeuchi H, Wu K, Kotozaki Y, Nouchi R, Asano M, Asano K, Fukuda H, Kawashima R (2013) Linear and curvilinear correlations of brain white matter volume, fractional anisotropy, and mean diffusivity with age using voxel-based and region-of-interest analyses in 246 healthy children. Hum Brain Mapp 34(8):1842–1856
Tofts PS, Lloyd D, Clark CA, Barker GJ, Parker GJ, McConville P, Baldock C, Pope JM (2000) Test liquids for quantitative MRI measurements of self-diffusion coefficient in vivo. Magn Reson Med 43(3):368–374
Hasegawa Y, Fisher M, Latour LL, Dardzinski BJ, Sotak CH (1994) MRI diffusion mapping of reversible and irreversible ischemic injury in focal brain ischemia. Neurology 44(8):1484–1490
Bertalan G, Boehm-Sturm P, Schreyer S, Morr A-S, Steiner B, Tzschätzsch H, Braun J, Guo J, Sack I (2019) The influence of body temperature on tissue stiffness, blood perfusion, and water diffusion in the mouse brain. Magn Reson Imaging 43:9
Einstein A, Fürth R, Cowper AD (1926) Investigations on the theory of the Brownian movement. Methuen & Co. ltd., London
Shigeno T, Brock M, Shigeno S, Fritschka E, Cervos-Navarro J (1982) The determination of brain water content: microgravimetry versus drying-weighing method. J Neurosurg 57(1):99–107
Grieve SM, Williams LM, Paul RH, Clark CR, Gordon E (2007) Cognitive aging, executive function, and fractional anisotropy: a diffusion tensor MR imaging study. AJNR Am J Neuroradiol 28(2):226–235
Acknowledgements
The authors would like to thank Prof. Dr. Oliver Bieri, Radiological Physics, Clinic for Radiology and Nuclear Medicine, University of Basel Hospital for providing access to the Siemens Magnetom Prisma 3 T MRI system.
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Open access funding provided by University of Basel. No funding was received for conducting this study.
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CB: study conception and design, acquisition of data, analysis and interpretation of data, drafting of the manuscript. MB: acquisition of data, analysis and interpretation of data, critical revision. HW: study conception and design, critical revision. ES: study conception and design, critical revision, allocation of infrastructure. CL: study conception and design, acquisition of data, analysis and interpretation of data, critical revision.
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All procedures conducted in this study were performed according to the national human research act (HRA, SR 810.30) and ethical standards, and additionally with a positive evaluation of the institutional review board (Project-ID 2017-02117).
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Berger, C., Bauer, M., Wittig, H. et al. Post mortem brain temperature and its influence on quantitative MRI of the brain. Magn Reson Mater Phy 35, 375–387 (2022). https://doi.org/10.1007/s10334-021-00971-8
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DOI: https://doi.org/10.1007/s10334-021-00971-8