Skip to main content

Three-dimensional free breathing whole heart cardiovascular magnetic resonance T1 mapping at 3 T



This study demonstrates a three-dimensional (3D) free-breathing native myocardial T1 mapping sequence at 3 T.


The proposed sequence acquires three differently T1-weighted volumes. The first two volumes receive a saturation pre-pulse with different recovery time. The third volume is acquired without magnetization preparation and after a significant recovery time. Respiratory navigator gating and volume-interleaved acquisition are adopted to mitigate misregistration. The proposed sequence was validated through simulation, phantom experiments and in vivo experiments in 12 healthy adult subjects.


In phantoms, good agreement on T1 measurement was achieved between the proposed sequence and the reference inversion recovery spin echo sequence (R2 = 0.99). Homogeneous 3D T1 maps were obtained from healthy adult subjects, with a T1 value of 1476 ± 53 ms and a coefficient of variation (CV) of 6.1 ± 1.4% over the whole left-ventricular myocardium. The averaged septal T1 was 1512 ± 60 ms with a CV of 2.1 ± 0.5%.


Free-breathing 3D native T1 mapping at 3 T is feasible and may be applicable in myocardial assessment. The proposed 3D T1 mapping sequence is suitable for applications in which larger coverage is desired beyond that available with single-shot parametric mapping, or breath-holding is unfeasible.


In cardiovascular magnetic resonance (CMR), myocardial T1 mapping provides a non-invasive tool for direct quantification of changes in tissue characterization. Native T1 is sensitive to tissue properties such as water content, fat, iron deposition and fibrosis [1, 2], and has been used to identify a broad variety of cardiomyopathies [3,4,5,6]. Additionally, measurement of myocardial T1 after infusion of T1-shortening contrast agents can be used to estimate extracellular volume (ECV) fraction. This is particularly valuable for detecting diffuse myocardial diseases to which conventional late gadolinium enhancement CMR is insensitive [7]. Both native and post-contrast myocardial T1 mapping are important CMR techniques of ever increasing value in clinical diagnosis, prognosis and long-term follow-up of various cardiac diseases [8].

T1 mapping techniques generally acquire multiple co-registered images with varying amounts of T1 relaxation and quantify T1 by fitting with exponential recovery models on a pixel-by-pixel basis. Current techniques, such as modified Look-Locker inversion recovery (MOLLI) [9] and saturation recovery single-shot acquisition SASHA [10], usually adopt a two-dimensional (2D) acquisition. These techniques differ in their T1 preparation strategies but most employ breath-hold and single-shot imaging. Breath-holding limits the total scan time available for acquisition of multiple single-shot images as typically one image is acquired per heartbeat. Thus, spatial resolution and coverage are also limited and the imaging is susceptible to lack of patient compliance. Furthermore, 2D imaging is intrinsically subject to through-plane motion artifact [11] and low signal-to-noise ratio (SNR) [10, 12] when using desired thinner slice, both of which can compromise the quality of parametric maps. The accuracy of the estimate of T1 may be further degraded by the misregistration of images, which can result from large acquisition window extending beyond diastasis along with poor breath-holding or heart rate variation [13]. Motion correction methods have been developed to improve the map quality. However, these methods generally are limited to in-plane motion and require relatively complex processing [14, 15], and their validity has not been fully demonstrated.

Three-dimensional (3D) acquisition has inherently higher SNR and allows more comprehensive left ventricular (LV) characterization due to its larger coverage, and higher potential in-plane and through-plane resolutions. However, 3D acquisition typically requires longer scan time due to simultaneous cardiac and respiratory motion compensation. This poses a challenge for accurate 3D myocardial T1 mapping, especially when measuring the relatively long native T1 at high magnetic fields. Several techniques for 3D T1 mapping have been proposed [16,17,18,19,20,21,22]. Among these techniques, some are designed for post-contrast myocardial T1 mapping [18, 20] and difficult to be extended for native myocardial T1 mapping. And some use inversion-recovery preparation, making the measured T1 sensitive to the variation of heart rate [21, 22]. Another technique using variable flip angle with 2D B1+ calibration showed fair quality of T1 map due to the variation of B1+ field across the left ventricle [16, 23]. At 1.5 T, a 3D implementation of SASHA has addressed these issues by using saturation preparation and acquiring an equilibrium volume [17]. Compared with 2D SASHA [10], 3D SASHA achieves superior image and parametric map quality at the expense of increased scan time.

In this study, we propose a 3D free-breathing saturation-based T1 mapping sequence for myocardial tissue characterization at 3 T. In this sequence, the influence of field inhomogeneity at high field was mitigated by using radiofrequency-spoiled gradient echo (SPGR) sequence as readout, and the sensitivity to heart rate variation was reduced by adopting saturation prepulse. Additionally, a volume-interleaved acquisition fashion with respiratory navigation was designed to obtain an accurate measurement of the equilibrium magnetization thus ensuring accuracy of the T1 map. The proposed sequence was validated with simulations, phantom and in vivo experiments.


All imaging studies were performed on a 3 T CMR System with multi-transmit capability (Achieva TX, Philips Healthcare, Best, Netherlands). Phantom studies used an 8-channel head coil and the in vivo studies used a 32-channel cardiac coil. The human study was approved by the local institutional review board. Written informed consent was obtained from all subjects. Numerical simulations, image processing, and statistical analysis were performed in MATLAB (MathWorks, Natick, Massachusetts, USA).

Pulse sequence design

The proposed 3D T1 mapping technique uses 3 differently T1-weighted volumes to generate the pixel-wise T1 maps. The sequence (Fig. 1) includes modules of saturation (SAT), respiratory navigator (NAV), fat suppression (FS) and image readout. The volumes are acquired using a multi-shot SPGR sequence in an interleaved fashion during diastole. The SAT-prepared volumes, IMG2 and IMG1, utilize different delay times (TSAT) corresponding to the maximal available delay time (TMAX) allowed by the system and half of TMAX (TMAX/2), respectively. IMG3 is acquired several heartbeats after the IMG2, without SAT preparation, to obtain the fully recovered equilibrium magnetization. Hence, a delay time of ≥6 s is desired for native T1 mapping (see the simulation below), and the number of T1 recovery heartbeats needed is calculated and updated in real time before each shot (Appendix). Despite heart rate fluctuation, the targeted minimum delay time is always achieved.

Fig. 1
figure 1

Pulse sequence diagram for the proposed free-breathing 3D T1 mapping sequence. Three electrocardiogram (ECG) triggered differently T1-weighted volumes (IMG1, IMG2 and IMG3) were acquired in an interleaved fashion. The magnetization for IMG1 and IMG2 was prepared by a saturation (SAT) pulse with different delay time (TSAT1 and TSAT2). n heartbeats (HBs) were skipped before the equilibrium volume (IMG3) was acquired, where n was calculated using Eq. A1 to achieve a T1 recovery time ≥ 6 s. Respiratory navigator (NAV) gating and fat suppression (FS) were employed. For IMG3, after the prescribed n HBs, the readout will be performed only if the respiratory navigator is within the acceptance window

SAT was implemented by using the WET (water suppression enhanced through T1 effects) technique [24]. For in vivo studies, FS was applied right before the readout using spectral presaturation with inversion recovery (SPIR). Free-breathing acquisitions with respiratory motion compensation were achieved with a pencil-beam NAV on the dome of the right hemidiaphragm [25]. The NAV data were acquired before the readout.

T1 calculation

The pixel-wise T1 map was calculated from the differently T1-weighted volumes using nonlinear least squares algorithm, with the following signal evolution model:

$$ S=\mathrm{A}-\mathrm{A}\ast \exp \left(-\frac{T_{SAT}}{{\mathrm{T}}_1}\right) $$

Where A is the signal with full recovery of the longitudinal magnetization, S is the measured signal intensity, and TSAT is the saturation recovery duration. We assume that for a given voxel, the magnetization at the onset of imaging was a function of T1 and TSAT.


The T1 recovery durations would affect the image signal intensities, and thus accuracy and precision of the T1 measured by the proposed sequence. These quantities are all dependent on heart rate. In this study, the following aspects were simulated: a) the available magnetization of IMG1 and IMG2 under various heart rates; b) the magnetization of IMG3 (i.e. the equilibrium volume) under different recovery time. Since the longitudinal magnetization is very small after the readout of IMG2 due to the use of SPGR, the initial signal intensity in this simulation was assumed to be zero; c) the relative error of T1 estimation induced by imperfect T1 recovery of IMG3.

A full recovery of the equilibrium magnetization before the acquisition of IMG3 is desired for an accurate T1 estimation but it comes at the expense of scan efficiency. Due to the periodic nature of the cardiac cycle, the T1 recovery period for IMG3 can only be specified by an integer number of heartbeats. Variations in heart rate during T1 recovery eventually can result in degraded T1 estimation, as adopting an infinite or very long recovery time is impractical. To explore this heart rate dependency, Monte Carlo simulation was performed. The single simulation was repeated 10,000 times, with the heart rate varying with a prescribed mean value and a standard deviation (SD) of 5 bpm. The number of the idle heartbeats before imaging IMG3 was calculated with respect to the prescribed mean heart rate (Appendix) to achieve a T1 recovery duration ≥6 s.

In the above simulation, the magnetization as a function of the T1 was calculated using Bloch equations. The simulated T1 ranged from 500 ms to 1750 ms, and the heart rate from 40 bpm to 120 bpm. The efficiency of the SAT was assumed to be 100%. TMAX was calculated as 80% of the R-R interval. TSAT of IMG1 and IMG2 were set to TMAX/2 and TMAX.

Phantom studies

Phantom experiments were performed to validate the proposed sequence. Twelve gel phantoms, of which the T1 and T2 values span the possible myocardial relaxation times at 3 T (T1: 500–1800 ms, T2: 30–80 ms) [26], were prepared using different concentration of agarose (Sigma-Aldrich, Saint Louis, Missouri, USA) and gadopentetate dimeglumine (Gd-DTPA, Magnevist, Bayer Pharma AG, Germany).

To evaluate the accuracy of the T1 measured by the proposed sequence, all phantoms were scanned with both the proposed sequence and an inversion-recovery spin-echo (IR-SE) sequence (taken as reference in this study). Imaging parameters of the proposed sequence were: flip angle (FA) 18° (see Additional file 1: Figure S1 for the rationale of this FA value), TR/TE 2.28/0.78 ms, partial echo factor 0.625, field-of-view (FOV) 150 × 150 × 30 mm3, voxel size 2 × 2 × 10 mm3, and acquisition window 76 ms (i.e. 33 readouts per heartbeat) at a simulated heart rate of 60 bpm. TSAT of IMG1 and IMG2 were 395 ms and 788 ms. The targeted minimum recovery time for IMG3 was set to 6 s, the same as for the in vivo experiments. Neither FS nor NAV were used. Imaging parameters of the IR-SE sequence were: 14 inversion times (100–3000 ms), FOV 150 × 150 mm2, voxel size 2 × 2 × 10 mm3, TR 10 s. The reference T1 maps from the IR-SE sequence were calculated using the following three-parameter model:

$$ S=\mathrm{A}+\mathrm{B}\ast \exp \left(-\frac{T_{INV}}{{\mathrm{T}}_1}\right) $$

where S is the measured signal intensity, TINV is the T1 recovery duration after the inversion pulse, A, B and T1 are the unknowns.

To explore the sensitivity of the proposed sequence to the heart rate, another nine scans of the proposed sequence were performed with the simulated heart rate changing from 40 bpm to 120 bpm at a step size of 10 bpm. TSAT of IMG1 and IMG2 were set to TMAX/2 and TMAX, which would change along with the heart rate. The targeted minimum recovery time for IMG3 was 6 s as well.

The saturation efficiency (η) of the WET pulse on the phantoms was experimentally measured using a gradient echo sequence with the following parameters: FA 15°, TE 2.1 ms, FOV 150 × 150 mm2, voxel size 2 × 2 × 10 mm3 and TR 15 s. Seven images were acquired: one without saturation preparation, and the others six prepared by a saturation pulse with delay times ranging from 300 ms to 1200 ms [10]. The η was calculated using the following model:

$$ S=\mathrm{A}\left(1-\eta \ast \exp \left(-\frac{T_{SAT}}{{\mathrm{T}}_1}\right)\right) $$

where, A, η and T1 were the unknowns.

In-vivo studies

Twelve human adult subjects (7 males, 30 ± 12 yrs) without a history of heart disease were recruited. Each subject was scanned with the proposed sequence and 2D SASHA. The imaging parameters for the proposed sequence were: electrocardiogram (ECG)-triggered multi-shot SPGR, partial echo factor 0.625, FOV 280 × 300 × 96 mm3, voxel size 1.5 × 1.5 × 16 mm3, which was reconstructed to 1.5 × 1.5 × 8 mm3, FA 18°, TR/TE 3.3/1.0 ms, respiratory navigator acceptance window 5 mm. The acquisition window was kept to 100–115 ms (i.e. 31–35 k-space lines was acquired per shot) to minimize the effect of cardiac motion and reduce partial volume averaging. TSAT for IMG1 and IMG2 were ~ 300 ms and ~ 600 ms, respectively, depending on the heart rate. No parallel imaging was used. Images were reconstructed using a dual-phase partial echo reconstruction method [27]. 2D SASHA completed in a single breath-hold was performed at the mid-LV short-axis-view (SAX) level with the parameters: single-shot ECG-triggered balanced steady-state free precession (bSSFP) with 10 start-up echoes, FOV 280 × 300 × 10 mm3, voxel size 1.7 × 2.1 × 10 mm3, FA 35°, TR/TE 3.0/1.3 ms, sensitivity encoding (SENSE) acceleration rate 2, partial Fourier factor 0.875, TSAT ranging from 100 ms to 700 ms. Volumetric first-order B0 shimming and volumetric B1+ shimming were performed to compensate the field inhomogeneity before the T1 mapping scans [28]. The shimming volume was manually defined carefully to include the heart only.

In addition, the applicability of the proposed sequence for post-contrast T1 mapping was preliminarily studied on another two human subjects (males, age 46 ± 6 yrs). In this experiment, the proposed sequence used a targeted minimum recovery time of 3 s for IMG3, and was performed 15 min after injection of Gd-DTPA at 0.15 mmol/kg (Magnevist, Bayer Pharma AG, Germany).

Image analysis

Phantom experiments

A center-aligned circular region of interest (ROI) was drawn on each phantom on the reference T1 maps and transferred onto the T1 maps obtained by the proposed sequence as well as the saturation efficiency map for calculating the mean and SD of T1 or η. The correlation between the T1 values from the proposed sequence and from IR-SE sequence was calculated by using linear regression. Bland-Altman analysis was also performed between the two sequences. The relative error (i.e. percentage estimation error relative to the T1 value from the IR-SE sequence) and the coefficient of variation (CV, the SD divided by the mean) were calculated for evaluation of the accuracy and precision of T1 measured by the proposed sequence.

In-vivo Experiments

T1 maps from 2D SASHA were calculated using both two-parameter (2-Param) and three-parameter (3-Param) models [13]. No registration among T1-weighted volumes or images was performed before T1 calculation.

The LV was manually segmented slice by slice on the T1 maps from the proposed sequence by consensus between two observers. The long axis view was generated by reformatting the 3D dataset. To perform a comparison with 2D SASHA, the most position-matched slice was extracted from all the slices acquired by the proposed sequence. The mean and SD of the T1 values within the septal ROIs were calculated for both the proposed sequence and 2D SASHA. Then the T1 values of the two sequences were compared using a paired two-tailed Student’s t-test with significance level of 0.05.

All SAX slices of the proposed sequence were evenly categorized into basal, mid-ventricular and apical slabs. Each slice in the base and middle slabs was divided into six segments, while each slice in the apex slab was divided into four segments, according to the American Heart Association (AHA) 17-segment model [29]. The homogeneity and distribution of T1 were further evaluated on each segment by measuring the mean, SD and CV. The averaged results of all segments from all subjects were visualized with Bull’s-eye plots to assess the distribution of T1 throughout the LV.



As expected, the heart rate had a strong influence on the available signal especially for long T1 species (Fig. 2). Figure 2a and b display the simulated available magnetization for volumes acquired with a TMAX/2 and a TMAX saturation-recovery duration, respectively. TMAX was shortened when the heart rate increases, leading to the reduction of the available signal.

Fig. 2
figure 2

Simulation results of the signal intensity and the accuracy of T1 measurement of the proposed sequence. a and b: the available magnetization for IMG1 (a) and IMG2 (b) under different heart rates. The delay time (TSAT) of IMG1 and IMG2 were set to TMAX/2 and TMAX respectively, where TMAX was defined as 80% of R-R interval. c: the available magnetization for IMG3. In this simulation, the initial magnetization was assumed to be 0. d: The relative error of T1 estimation under the different recovery time of IMG3. e and f: Monte Carlo simulation results of the available magnetization for IMG3 (e) and the T1 relative error (f) under different mean heart rates. The targeted minimum recovery time of IMG3 was set to 6 s, and the number of idle heartbeats was calculated by Eq. [A1] according to the mean heart rate. The true heart rate during the simulation fluctuated with a standard deviation of 5 bpm during the recovery period

Figure 2c and d show the simulated magnetization of IMG3 and the resulting relative error of T1 over different recovery time. The magnetization of all simulated T1 species recovered to > 96% when the recovery duration was > 6 s. For a T1 value about 1550 ms, the magnetization recovery achieved about 98% and the corresponding relative error was < 4%.

Figure 2e and f show the magnetization of IMG3 and the resulting T1 relative error in the Monte Carlo simulation. A relative error < 3% could be achieved for all T1 species (Fig. 2e). The typical T1 of healthy myocardium (1550 ms at 3 T) [26] could be measured with a relative error < 2.0% even at the highest simulated heart rate (120 bpm). The SD of the relative error was < 0.5% for all T1 species when the heart rate presented a 5 bpm fluctuation during the recovery period.

Phantom studies

The phantom T1 measured by the IR-SE sequence ranged between 524 ms and 1819 ms. Excellent correlation (R2 = 0.99) between the T1 values measured by the proposed sequence and the IR-SE sequence was obtained with a small residual and a regression slope of 0.95 (Fig. 3a). The bias in T1 between the proposed sequence and the IR-SE sequence was − 6.1 ms with the overall difference < 50 ms (Fig. 3c). The relative error of T1 measured by the proposed sequence was in the range of − 7.2 - 2.9% (− 0.9 ± 2.1%) (Fig. 3b), while the CV of T1 fluctuated in the range of 0.3–1.8% (0.7 ± 0.3%) (Fig. 3d), when the simulated heart rate ranged from 40 bpm to 120 bpm. The CV obtained from the proposed sequence was not significantly different from that of the IR-SE sequence, under a heart rate of 60 bpm (0.59% vs 0.52%, p = 0.35). The measured saturation efficiency of WET pulse was 0.999 ± 0.012 over all phantoms (Additional file 1: Figure S2).

Fig. 3
figure 3

Phantom results of the proposed sequence referring to the inversion recovery spin-echo (IR-SE) sequence. a: The correlation between the T1 values measured using the IR-SE sequence and the proposed sequence at a heart rate (HR) of 60 bpm. b: The relative error of T1 measured by the proposed sequence under different heart rates, as compared to the IR-SE sequence. c: The Bland-Altman analysis between the proposed sequence and the IR-SE sequence. The dotted line shows the 95% confidence intervals on the limits of agreement. d: The coefficient of variation of T1 from the proposed sequence under different heart rates

In vivo studies

The proposed sequence and 2D SASHA were successfully completed on all subjects. The respiratory gating efficiency was between 22 and 60% (39 ± 11%). The averaged scan time was 6.0 ± 1.1 min including the respiratory gating efficiency. The gating efficiency of navigator for IMG1 and IMG2 is provided in Additional file 1: Table S1. The averaged T1 recovery time for IMG3 was between 7.0 s and 8.0 s (7.5 ± 0.4 s). Characteristics of the healthy subjects’, HR, recovery time of IMG3, mean navigator efficiency and scan time are summarized in Table 1. All subjects were included in the quantitative analysis.

Table 1 Characteristics of subjects and the recovery time of IMG3 in the in vivo experiments

Figure 4 shows the raw weighted images acquired by the proposed sequence and the corresponding T1 maps from three slabs (i.e. base, middle, apex) of a subject. To illustrate the blurring effect that may present in the proposed sequence due to multi-shot 3D acquisition, images of the subject with the most distinct blurring are shown in Fig. 5. Figure 6 shows representative whole heart 3D T1 maps obtained by the proposed sequence. As can be seen, the myocardium T1 was homogeneously distributed over the whole LV. The myocardium T1 over the whole LV from all subjects was 1476 ± 53 ms, and the CV was 6.1 ± 1.4%. Figure 7 demonstrates the SAX T1 maps obtained by the proposed sequence and 2D SASHA with both 2-Param and 3-Param fitting on four subjects.

Fig. 4
figure 4

Representative raw weighted images and the corresponding T1 maps from the three slabs (i.e. base, middle, apex) of a subject, as obtained by the proposed sequence

Fig. 5
figure 5

The raw weighted images and the corresponding T1 maps from the three heart slabs (i.e., base, middle, apex) of the subject with the most distinct image blurring, as obtained by the proposed sequence

Fig. 6
figure 6

Representative 3D T1 maps (a) and the corresponding reformatted long-axis view (b) from the 3D dataset of one healthy volunteer. c: Histogram of myocardium T1 over the whole left ventricle. The mean (μ) and standard deviation (σ) of T1 values across the whole left ventricle are shown on the graph

Fig. 7
figure 7

T1 maps from 2D SASHA with 2-Param and 3-Param fit, and the proposed sequence with 2-Param fit. The blue ROIs in the first row, which were drawn manually, exemplifies the septal regions whose T1 values were used for statistical comparison

Figure 8 shows the bull’s-eye and box plots of the myocardium T1 based on the AHA 17-segment model. The measured myocardium T1 of the apex, middle and base slab were: 1436 ± 71 ms, 1475 ± 52 ms and 1500 ± 49 ms, respectively. Statistically significant statistical difference was found between every two slabs (p < 0.01 for all paired t-tests).

Fig. 8
figure 8

Distribution of myocardium T1 over the whole left ventricle, obtained from all volunteers by the proposed sequence. a. AHA bull’s eye plot of the mean T1 values. b. Box and whisker plot of myocardium T1 with median, 25 and 75 percentiles, and range. A: anterior; AS: anteroseptal; IS: inferoseptal; I: inferior; IL: inferolateral; AL: anterolateral; S: septal; L: lateral

Figure 9 shows the comparison of the septal T1 and CV between 2D SASHA and the proposed sequence. The septal T1 from the proposed sequence with 2-Param fit was 1512 ± 60 ms, which was comparable with that from the 2-Param fit SASHA (1490 ± 65 ms) (p = 0.33) but lower than that from the 3-Param fit SASHA (1575 ± 59 ms) (p = 0.005). The proposed sequence showed much lower CV (2.1 ± 0.5%) than 2D SASHA (3.9 ± 1.2% for 2-Param fit, p = 0.0007; and 5.5 ± 0.9% for 3-Param fit, p = 0.0001).

Fig. 9
figure 9

The mean and standard deviation (a), and coefficient of variation (b) of septal T1 measured by 2D SASHA and the proposed sequence. T1 of 2D SASHA was calculated using both 2-Param and 3-Param model, while the T1 of the proposed sequence was calculated with 2-Param model. Results of paired t-test between the proposed sequence and SASHA for the comparison of septal T1 and CV are shown within the graph

The native T1 values from the proposed sequence and 2D SASHA on the whole heart myocardium, septum and blood pool are summarized in Table 2.

Table 2 The myocardium and blood T1 of healthy volunteers (N = 12) at 3 T measured by the proposed sequence and 2D SASHA

In the additional experiments with contrast injection, homogeneous myocardial T1 maps were obtained by the proposed sequence, as shown in Fig. 10 in which a dedicated colormap was used [26]. The measured septal T1 at the middle heart slab of the two volunteers were 712 ± 28 ms and 731 ± 19 ms, respectively, while the blood T1 were 438 ± 12 ms and 450 ± 15 ms, respectively. Both the post-contrast myocardium and blood T1 values conform to the range reported previously [26].

Fig. 10
figure 10

Post-contrast T1 maps obtained by the proposed sequence on two healthy subjects. The septal T1 at the middle heart slab of the two subjects were 712 ± 28 ms and 731 ± 19 ms, respectively. The blood T1 were 438 ± 12 ms and 450 ± 15 ms, respectively


In this study, we demonstrate a 3D free-breathing T1 mapping sequence for myocardial T1 measurement at 3 T. Whole-heart pixel-wise T1 maps were obtained from three co-registered volumes with different T1 weightings. The phantom results show that the proposed sequence achieved good accuracy in T1 measurement as compared to the reference IR-SE sequence. This technique also features heart rate insensitivity. Whole-heart T1 maps with low CV were obtained in the in vivo experiments.

As far as we know, this is the first study that implements a 3D saturation-based sequence for native myocardial T1 mapping at 3 T. It is much more challenging to achieve accurate and precise heart T1 measurement at high fields such as 3 T, given the prolonged myocardial T1 and increased field inhomogeneity [13]. In this study, several tools were used to address these challenges: 1) A composite SAT pulse [24, 30] that was relatively insensitive to the B1+ field inhomogeneity was used; 2) A dual-source parallel radiofrequency transmission was used to improve the B1+ field homogeneity [28]; 3) SPGR instead of bSSFP was used to avoid the banding artifacts caused by the B0 field inhomogeneity; 4) A partial echo readout was used to reduce the susceptibility-induced signal loss; and 5) Both B1+ and B0 shimming were carefully carried out before the acquisition.

In this study, the respiratory motion was compensated by using the respiratory NAV. Alternatively, breath-holding that is commonly used in 2D cardiac parametric mapping is also feasible for the proposed sequence, although multiple breathholds are required. However, the multiple breathholds fashion would suffer from inter-breath-hold shifting or variability in the breath-hold position, which can lead to motion artifacts and distortion of the T1 maps [11]. The motion compensation with respiratory NAV is generally less affected by these effects. The other advantage of the respiratory NAV as compared to bread-holding is that it does not impose limits on the image resolution and coverage [22, 31]. Moreover, free-breathing scans are also more acceptable for elder people and cardiac patients who have difficulty in breath-holding.

Another adaption of the proposed sequence for 3D imaging is that multi-shot data acquisition was employed. In general, multi-shot acquisition allows reduction of the acquisition window, thus minimizing blurring due to cardiac motion and partial volume averaging, an important factor for increasing the sensitivity of T1 mapping to disease processes with heterogeneous distribution [13]. More importantly, in this study, interleaved multi-shot acquisition of all T1-weighted volumes was used. This led to intrinsic co-registrations of the acquired volumes, and the physiological changes during the scan could be evenly spread over all volumes so that no extra motion correction is needed before the pixel-wise fitting [18, 20, 31].

It has been recommended to acquire a non-SAT image and multiple measurements for the saturation-recovery based T1 mapping sequence [32, 33]. This presents a challenge for 3D acquisitions as the only way to acquire data for the non-SAT image is to allow for complete or near-complete relaxation spanning multiple heartbeats. To achieve appropriate relaxation, the prescribed number of idle heartbeats was adapted per shot of the non-SAT volume based on the real-time heart rate to ensure a recovery time of ≥6 s. Though the actual recovery time varied among shots due to the rejection of data by respiratory gating, the minimal 6 s recovery time was always achieved and ensured at least 98% recovery for normal myocardial (~T1 1550 ms) at 3 T [26, 34]. On average, the recovery time (7.5 ± 0.4 s) was longer than the prescribed value in vivo and yielded > 99% recovery ultimately resulting in a high SNR anchor measurement and stable T1 fitting with low CV.

The proposed sequence was, by design, robust against the heart rate variability. By means of SAT and the acquisition of an image representing the equilibrium magnetization, an accurate sampling of the T1 recovery curve was achieved despite the variation in the duration of the cardiac cycle. In the numerical simulations and phantom experiments (Fig. 2f), with 100% gating efficiency, each shot of IMG3 was immediately acquired after the prescribed heartbeats, resulting in elevated relative error in the estimate of T1 when the heart rate increased and the recovery time decreased (i.e. smaller rounding off error with respect to 6 s according to Eq. A1). For the in vivo experiments, the number of the idle heartbeats was updated in real-time to ensure a recovery time of ≥6 s and may be increased due to the rejection of data by respiratory gating. Hence, the simulations and phantom experiments represent an upper bound on errors of the T1 estimation as they did not include the additional adaptations by respiratory gating in vivo.

We used 2D SASHA as a reference in vivo and used a flip angle of 35° due to the constraints of local energy deposition at 3 T [13]. The reduced flip angle decreases the SNR of the weighted images in comparison with the original 2D SASHA that used 70° at 1.5 T, which in turn decreases the precision of T1 estimates [13]. In this study, the in-plane cardiac motion was not corrected before pixel-by-pixel fitting. This could have influenced the estimated T1 values. Though non-rigid motion correction methods are available for 2D T1 mapping, these algorithms have shown poorer results for saturation-recovery T1 mapping methods due to low SNR and contrast in the weighted images [26]. Nevertheless, the septal T1 obtained by 2D SASHA with both 2-Param (1490 ms) and 3-Param (1575 ms) fit in this study was reasonable, as compared to the values reported in previous studies [26, 34, 35].

In the proposed sequence, FS was applied to suppress the subcutaneous fat, which would degrade the image quality severely as shown in Additional file 1: Figure S3. Previous studies have shown that the measured myocardium T1 has complicated relationship with the regional fat fraction and the imaging parameters [36, 37]. For the myocardial T1 measured by the proposed sequence, the application of FS may have two impacts. One is that nulling the fat signal would inevitably affect the resultant T1 of myocardium, which contains both water and fat [38]. Another is that the magnetization of water in the myocardium may be disturbed by the imperfect fat-selective RF pulse of the SPIR technique due to the field inhomogeneity. Since most of the conventional T1 mapping sequences are commonly performed without using FS, the interpretation of the difference of the T1 measured by the proposed sequence to that of other T1 mapping techniques should be careful.

The measured septal T1 from the proposed sequence (1512 ms) was lower than that from 3-Param fit 2D SASHA (1575 ms) which has been demonstrated to have high accuracy on T1 estimation [13]. This discrepancy may be explained by the following factors. First, as shown by the results of the simulation, the proposed sequence has a relative error of about − 1% for T1 of 1550 ms even when a 7.5 s recovery time was achieved in vivo. The simulation also showed that this relative error could be further reduced by using a longer recovery time for the equilibrium volume, at the expense of a prolonged scan time. Second, although our data shows that the saturation efficiency of the WET pulse was high on phantoms (Additional file 1: Figure S2), this may be less true in vivo due to the increased B1+ inhomogeneity [23]. In this study, a 2-Param model was used for T1 calculation for the proposed sequence, without taking the saturation efficiency into account. This effect may also contribute to the underestimation of T1. A better design of the SAT pulse to further reduce the influence of the inhomogeneity of B1+ field [35] or acquiring more T1-weighted volumes to enable a 3-Param fitting could improve the accuracy of the T1 estimation by the proposed sequence. Last, the application of FS could also contribute to the difference in T1 measurement when compared with conventional T1 mapping methods without using FS, as discussed above.

The proposed sequence has high precision on T1 measurement as demonstrated by both the phantom and in vivo experiments, although limited number of image volumes were acquired. On the phantom the CV of T1 obtained by the proposed sequence was not statistically different from that of the reference IR-SE sequence, while in vivo the CV obtained by the proposed sequence was much lower than that of both the 2-Param fit and 3-Param fit 2D SASHA (Fig. 9). These results suggested that the T1 measurement by the proposed sequence has high precision. The precision of T1 mapping technique is dependent on several factors, including T1, SNR, saturation delay, the signal model and the number of measurements [13, 32, 33]. Considering that the proposed sequence in this study acquire only three images for parameter fitting, we think its high precision should be attributed to the high image SNR resulting from 3D imaging and 2-parameter model fitting. In fact, the image SNR of the proposed sequence was generally higher than that of 2D SASHA, as shown in Additional file 1: Figure S4.

Similar to the previous studies [39, 40], fluctuations of T1 among the AHA segments were observed (Fig. 8). Due to the difference in factors like field strength, number of slices, slice thickness, fitting model and sample size between the studies, at the moment it is difficult to determine whether an improvement on depicting the AHA pattern can be achieved by the proposed technique [16, 17, 19, 26]. On the other hand, the observed decreased T1 from the inferior to the lateral myocardium may be caused by the well-known susceptibility artifacts and the field inhomogeneity at the heart-liver-lung interface [40].

The proposed sequence can be used to achieve post-contrast myocardial T1 mapping with higher efficiency than that for native myocardial T1 mapping. Generally, the myocardial T1 would be reduced to ~ 800 ms at 3 T after 15 min of the contrast injection. The simulation results showed that for such a T1 value, a recovery time of 3 s was sufficient for achieving an equivalent magnetization recovery to the pre-contrast scan during the acquisition of the equilibrium volume. Besides, the simulation results (Fig. 2a and b) also demonstrate that the available signal for IMG1 and IMG2 in the post-contrast T1 mapping will be much higher than that in native T1 mapping, which should lead to increased precision. In the present study, homogeneous post-contrast T1 maps with the same voxel size as the native T1 maps were obtained within 3 min. Performing whole-heart myocardial T1 map with and without contrast together could be used to character the regional distribution of ECV and to observe regional heterogeneity.

Though implementing the most comparable sequence 3D SASHA and performing an experimental comparison of the proposed sequence with it is beyond the scope of this work, some information can be given based on a theoretical comparison. The proposed sequence has a similar scheme of signal preparation to 3D SASHA as both rely on SAT [17]. 3D SASHA closely matches 2D SASHA and acquires 9 differently-weighted volumes using bSSFP and has been demonstrated solely at 1.5 T. The equilibrium volume is acquired separately from the other T1-weighted volumes with a recovery time of 3 heartbeats. Image resolution of 1.4 × 1.4 × 8 mm3 was achieved using SENSE with a 2-fold acceleration in an average scan time of 12 min. The two sequences use different strategies to balance the performance (e.g., accuracy and precision of T1) and time efficiency (e.g., the number of the T1 weighted images, the use of paralleling imaging) though imaging at 3 T requires additional tradeoffs. At 3 T, energy deposition and B0 and B1+ fields inhomogeneity preclude the use of 3D bSSFP [41]. Therefore, the proposed sequence used 3D SPGR which is insensitive to field variation. The equilibrium volume was given twice the recovery time for 3D SASHA at the expense of reduced number of weighted volumes. Note that 3D SASHA does benefit from the residual magnetization at the end of a bSSFP readout which is significantly higher than that at the conclusion of the SGPR readout, increasing the effective T1 recovery. Additionally, the prolonged myocardial T1 at 3 T required a longer recovery time to achieve the equilibrium than that at 1.5 T. Though both techniques acquired the volumes in an interleaved manner [18, 20], 3D SASHA acquired the equilibrium volume separately to better use the residual magnetization of the previous readout. Potential misregistration between the equilibrium volume and the others could happen due to the drift of respiratory state of subject. Clearly, more T1-weighted images could improve the precision of T1 estimation and parallel imaging, as used in 3D SASHA, could also be applied to the proposed sequence and the increase in efficiency could be used to increase the number of the weighted volumes. However, the effects of parallel imaging on parametric maps (e.g. decrease in SNR, spatially varying noise) are unclear and we opted for full sampling of the data. A more detailed analysis is needed to accurately compare the two techniques and to determine the most efficient sampling strategy.

There are several limitations of this study. First, the long scan time as in our current protocol (~ 6 min) may present a barrier to its clinical application. To reduce the scan time, standard parallel imaging or the current state-of-the-art acceleration strategies such as compressed sensing could be adopted [18], especially given the amount of structural similarity shared among the weighted volumes. The 6 s recovery period needed for an accurate sampling of the equilibrium magnetization is the most time-consuming component in the current approach. This recovery period can be further optimized by a trading off among the precision, fitting models and scan time. Second, interleaved acquisition provides co-registered T1-weighted volumes. However, it should be noted that when the volumes are acquired in an interleaved manner, the acquisition time between the first and last k-space segment of each volume is increased, therefore increasing the potential motion artifact that is difficult to predict and correct. Nevertheless, non-interleaved acquisitions would also suffer given that the volumes could represent different physiological states, leading to poor fitting and inaccurate T1 estimation.


We present a 3D free-breathing sequence for myocardial T1 mapping at 3 T. The proposed sequence achieves whole heart coverage with low myocardium T1 CV. Saturation pulse and long T1 recovery duration for the equilibrium acquisition are used to decrease the heart rate dependency. The proposed 3D myocardial T1 mapping is feasible for in vivo study at 3 T.



Two dimensional




Three timensional




American Heart Association


Balanced steady-state free precession


Coefficient of variation




Extracellular volume


Flip angle


Fat saturation




Inversion-recovery spin-echo


Left ventricle/left ventricular


Modified look-locker inversion recovery




Region of interest


Saturation-recovery single-shot acquisition


Saturation preparation




Standard deviation


Signal-to-noise ratio


Spoiled gradient echo


Spectral presaturation with inversion recovery


Water suppression enhanced through T1 effects


  1. Perea RJ, Ortiz-Perez JT, Sole M, Cibeira MT, de Caralt TM, Prat-Gonzalez S, Bosch X, Berruezo A, Sanchez M, Blade J. T1 mapping: characterisation of myocardial interstitial space. Insights Imaging. 2015;6(2):189–202.

    Article  PubMed  Google Scholar 

  2. Hamlin SA, Henry TS, Little BP, Lerakis S, Stillman AE. Mapping the future of cardiac MR imaging: case-based review of T1 and T2 mapping techniques. Radiographics. 2014;34(6):1594–611.

    Article  PubMed  Google Scholar 

  3. Ferreira VM, Piechnik SK, Dall'Armellina E, Karamitsos TD, Francis JM, Choudhury RP, Friedrich MG, Robson MD, Neubauer S. Non-contrast T1-mapping detects acute myocardial edema with high diagnostic accuracy: a comparison to T2-weighted cardiovascular magnetic resonance. J Cardiovasc Magn Reson. 2012;14:42.

    Article  PubMed  PubMed Central  Google Scholar 

  4. Bull S, White SK, Piechnik SK, Flett AS, Ferreira VM, Loudon M, Francis JM, Karamitsos TD, Prendergast BD, Robson MD, Neubauer S, Moon JC, Myerson SG. Human non-contrast T1 values and correlation with histology in diffuse fibrosis. Heart. 2013;99(13):932–7.

    Article  PubMed  Google Scholar 

  5. Fontana M, Banypersad SM, Treibel TA, Maestrini V, Sado DM, White SK, Pica S, Castelletti S, Piechnik SK, Robson MD, Gilbertson JA, Rowczenio D, Hutt DF, Lachmann HJ, Wechalekar AD, Whelan CJ, Gillmore JD, Hawkins PN, Moon JC. Native T1 mapping in transthyretin amyloidosis. JACC Cardiovasc Imaging. 2014;7(2):157–65.

    Article  PubMed  Google Scholar 

  6. Sado DM, Maestrini V, Piechnik SK, Banypersad SM, White SK, Flett AS, Robson MD, Neubauer S, Ariti C, Arai A, Kellman P, Yamamura J, Schoennagel BP, Shah F, Davis B, Trompeter S, Walker M, Porter J, Moon JC. Noncontrast myocardial T1 mapping using cardiovascular magnetic resonance for iron overload. J Magn Reson Imaging. 2015;41(6):1505–11.

    Article  PubMed  Google Scholar 

  7. Haaf P, Garg P, Messroghli DR, Broadbent DA, Greenwood JP, Plein S. Cardiac T1 mapping and extracellular volume (ECV) in clinical practice: a comprehensive review. J Cardiovasc Magn Reson. 2016;18(1):89.

    Article  PubMed  PubMed Central  Google Scholar 

  8. Messroghli DR, Moon JC, Ferreira VM, Grosse-Wortmann L, He T, Kellman P, Mascherbauer J, Nezafat R, Salerno M, Schelbert EB, Taylor AJ, Thompson R, Ugander M, van Heeswijk RB, Friedrich MG. Clinical recommendations for cardiovascular magnetic resonance mapping of T1, T2, T2* and extracellular volume: a consensus statement by the Society for Cardiovascular Magnetic Resonance (SCMR) endorsed by the European Association for Cardiovascular Imaging (EACVI). J Cardiovasc Magn Reson. 2017;19(1):75.

  9. Messroghli DR, Radjenovic A, Kozerke S, Higgins DM, Sivananthan MU, Ridgway JP. Modified look-locker inversion recovery (MOLLI) for high-resolution T1 mapping of the heart. Magn Reson Med. 2004;52(1):141–6.

    Article  PubMed  Google Scholar 

  10. Chow K, Flewitt JA, Green JD, Pagano JJ, Friedrich MG, Thompson RB. Saturation recovery single-shot acquisition (SASHA) for myocardial T(1) mapping. Magn Reson Med. 2014;71(6):2082–95.

    Article  PubMed  Google Scholar 

  11. Peter K, Christophe Ch HLC, Christine M, AA E, ME R. Fully automatic, retrospective enhancement of real-time acquired cardiac cine MR images using image-based navigators and respiratory motion-corrected averaging. Magn Reson Med. 2008;59(4):771–8.

    Article  Google Scholar 

  12. Weingartner S, Akcakaya M, Basha T, Kissinger KV, Goddu B, Berg S, Manning WJ, Nezafat R. Combined saturation/inversion recovery sequences for improved evaluation of scar and diffuse fibrosis in patients with arrhythmia or heart rate variability. Magn Reson Med. 2014;71(3):1024–34.

    Article  PubMed  CAS  Google Scholar 

  13. Kellman P, Hansen MS. T1-mapping in the heart: accuracy and precision. J Cardiovasc Magn Reson. 2014;16:2.

  14. Roujol S, Foppa M, Weingartner S, Manning WJ, Nezafat R. Adaptive registration of varying contrast-weighted images for improved tissue characterization (ARCTIC): application to T1 mapping. Magn Reson Med. 2015;73(4):1469–82.

    Article  PubMed  Google Scholar 

  15. Xue H, Shah S, Greiser A, Guetter C, Littmann A, Jolly MP, Arai AE, Zuehlsdorff S, Guehring J, Kellman P. Motion correction for myocardial T1 mapping using image registration with synthetic image estimation. Magn Reson Med. 2012;67(6):1644–55.

    Article  PubMed  Google Scholar 

  16. Clique H, Cheng HL, Marie PY, Felblinger J, Beaumont M. 3D myocardial T1 mapping at 3T using variable flip angle method: pilot study. Magn Reson Med. 2014;71(2):823–9.

    Article  PubMed  CAS  Google Scholar 

  17. Nordio G, Henningsson M, Chiribiri A, Villa ADM, Schneider T, Botnar RM. 3D myocardial T1 mapping using saturation recovery. J Magn Reson Imaging. 2017;46(1):218–27.

    Article  PubMed  PubMed Central  Google Scholar 

  18. Weingartner S, Akcakaya M, Roujol S, Basha T, Tschabrunn C, Berg S, Anter E, Nezafat R. Free-breathing combined three-dimensional phase sensitive late gadolinium enhancement and T1 mapping for myocardial tissue characterization. Magn Reson Med. 2015;74(4):1032–41.

    Article  PubMed  CAS  Google Scholar 

  19. Weingartner S, Roujol S, Akcakaya M, Basha TA, Nezafat R. Free-breathing multislice native myocardial T1 mapping using the slice-interleaved T1 (STONE) sequence. Magn Reson Med. 2014;74(1):115–24.

    Article  PubMed  CAS  Google Scholar 

  20. Weingartner S, Akcakaya M, Roujol S, Basha T, Stehning C, Kissinger KV, Goddu B, Berg S, Manning WJ, Nezafat R. Free-breathing post-contrast three-dimensional T1 mapping: volumetric assessment of myocardial T1 values. Magn Reson Med. 2015;73(1):214–22.

    Article  PubMed  Google Scholar 

  21. Coniglio A, Di Renzi P, Vilches Freixas G, Della Longa G, Santarelli A, Capparella R, Nardiello B, Loiudice C, Bianchi S, D'Arienzo M, Begnozzi L. Multiple 3D inversion recovery imaging for volume T1 mapping of the heart. Magn Reson Med. 2013;69(1):163–70.

    Article  PubMed  CAS  Google Scholar 

  22. Kvernby S. Simultaneous three-dimensional myocardial T1 and T2 mapping in one breath hold with 3D-QALAS. J Cardiovasc Magn Reson. 2014;16:102.

  23. Sung K, Nayak KS. Measurement and characterization of RF nonuniformity over the heart at 3T using body coil transmission. J Magn Reson Imaging. 2008;27(3):643–8.

    Article  PubMed  Google Scholar 

  24. Ogg RJ, Kingsley PB, Taylor JS. WET, a T1- and B1-insensitive water-suppression method for in vivo localized 1H NMR spectroscopy. J Magn Reson B. 1994;104(1):1–10.

    Article  PubMed  CAS  Google Scholar 

  25. Taylor AM, Jhooti P, Wiesmann F, Keegan J, Firmin DN, Pennell DJ. MR navigator-echo monitoring of temporal changes in diaphragm position: implications for MR coronary angiography. J Magn Reson Imaging. 1997;7(4):629–36.

    Article  PubMed  CAS  Google Scholar 

  26. Weingartner S, Messner NM, Budjan J, Lossnitzer D, Mattler U, Papavassiliu T, Zollner FG, Schad LR. Myocardial T1-mapping at 3T using saturation-recovery: reference values, precision and comparison with MOLLI. J Cardiovasc Magn Reson. 2016;18(1):84.

    Article  PubMed  PubMed Central  Google Scholar 

  27. Huang F, Lin W, Li Y. Partial fourier reconstruction through data fitting and convolution in k-space. Magn Reson Med. 2009;62(5):1261–9.

    Article  PubMed  Google Scholar 

  28. Schar M, Ding H, Herzka DA. Improvement in B1+ homogeneity and average Flip angle using dual-source parallel RF excitation for cardiac MRI in swine hearts. PLoS One. 2015;10(10):e0139859.

    Article  PubMed  PubMed Central  CAS  Google Scholar 

  29. Cerqueira MD, Weissman NJ, Dilsizian V, Jacobs AK, Kaul S, Laskey WK, Pennell DJ, Rumberger JA, Ryan T, Verani MS. Standardized myocardial segmentation and nomenclature for tomographic imaging of the heart: a statement for healthcare professionals from the cardiac imaging Committee of the Council on clinical cardiology of the American Heart Association. Circulation. 2002;105(4):539–42.

    Article  PubMed  Google Scholar 

  30. Morita K, Oda S, Utsunomiya D, Nakaura T, Matsubara T, Goto M, Okuaki T, Yuki H, Nagayama Y, Kidoh M, Hirata K, Iyama Y, Taguchi N, Hatemura M, Hashida M, Yamashita Y. Saturation recovery myocardial T1 mapping with a composite radiofrequency pulse on a 3T MR imaging system. Magn Reson Med Sci. 2018;17(1):35–41.

    Article  PubMed  Google Scholar 

  31. Ding H, Fernandez-de-Manuel L, Schar M, Schuleri KH, Halperin H, He L, Zviman MM, Beinart R, Herzka DA. Three-dimensional whole-heart T2 mapping at 3T. Magn Reson Med. 2015;74(3):803–16.

    Article  PubMed  Google Scholar 

  32. Akcakaya M, Weingartner S, Roujol S, Nezafat R. On the selection of sampling points for myocardial T1 mapping. Magn Reson Med. 2015;73(5):1741–53.

    Article  PubMed  Google Scholar 

  33. Kellman P, Xue H, Chow K, Spottiswoode BS, Arai AE, Thompson RB. Optimized saturation recovery protocols for T1-mapping in the heart: influence of sampling strategies on precision. J Cardiovasc Magn Reson. 2014;16:55.

  34. Teixeira T, Hafyane T, Stikov N, Akdeniz C, Greiser A, Friedrich MG. Comparison of different cardiovascular magnetic resonance sequences for native myocardial T1 mapping at 3T. J Cardiovasc Magn Reson. 2016;18(1):65.

    Article  PubMed  PubMed Central  Google Scholar 

  35. Chow K, Kellman P, Spottiswoode BS, Nielles-Vallespin S, Arai AE, Salerno M, Thompson RB. Saturation pulse design for quantitative myocardial T1 mapping. J Cardiovasc Magn Reson. 2015;17:84.

  36. Kellman P, Bandettini WP, Mancini C, Hammer-Hansen S, Hansen MS, Arai AE. Characterization of myocardial T1-mapping bias caused by intramyocardial fat in inversion recovery and saturation recovery techniques. J Cardiovasc Magn Reson. 2015;17:33.

  37. Larmour S, Chow K, Kellman P, Thompson RB. Characterization of T1 bias in skeletal muscle from fat in MOLLI and SASHA pulse sequences: quantitative fat-fraction imaging with T1 mapping. Magn Reson Med. 2017;77(1):237–49.

    Article  PubMed  Google Scholar 

  38. Raney AR, Saremi F, Kenchaiah S, Gurudevan SV, Narula J, Narula N, Channual S. Multidetector computed tomography shows intramyocardial fat deposition. J Cardiovasc Comput Tomogr. 2008;2(3):152–63.

    Article  PubMed  Google Scholar 

  39. Kawel N, Nacif M, Zavodni A, Jones J, Liu S, Sibley CT, Bluemke DA. T1 mapping of the myocardium: intra-individual assessment of the effect of field strength, cardiac cycle and variation by myocardial region. J Cardiovasc Magn Reson. 2012;14:27.

    Article  PubMed  PubMed Central  Google Scholar 

  40. Rogers T, Puntmann VO. T1 mapping - beware regional variations. Eur Heart J Cardiovasc Imaging. 2014;15(11):1302.

    Article  PubMed  Google Scholar 

  41. Jogiya R, Schuster A, Zaman A, Motwani M, Kouwenhoven M, Nagel E, Kozerke S, Plein S. Three-dimensional balanced steady state free precession myocardial perfusion cardiovascular magnetic resonance at 3T using dual-source parallel RF transmission: initial experience. J Cardiovasc Magn Reson. 2014;16:90.

Download references


This work was supported by the National Key R&D Program of China Funding 2016YFC0104700, 2017YFC0108700.

Availability of data and materials

The datasets used and/or analyzed during the current study are available from the corresponding author on reasonable request.

Author information

Authors and Affiliations



RG performed sequence implementation, validation, data analysis and manuscript preparation. ZC contributed to sequence design, data analysis and manuscript preparation. YW contributed to manuscript revision. DAH contributed to sequence design and manuscript revision. JL contributed to study design and manuscript revision. HD contributed to study design, validation, data interpretation and manuscript preparation. All authors critically revised the paper and have read and approved the final manuscript.

Corresponding author

Correspondence to Haiyan Ding.

Ethics declarations

Ethics approval and consent to participate

The study was approved by Institutional Review Board of School of Medicine, Tsinghua University. Inform consent was obtained from all participants.

Consent for publication

All authors have read and approved the final version of this manuscript.

Competing interests

The authors declare that they have no competing interests.

Publisher’s Note

Springer Nature remains neutral with regard to jurisdictional claims in published maps and institutional affiliations.

Additional file

Additional file 1:

Figure S1. The mean coefficient of variation of phantom T1 measured by the proposed sequence under different readout flip angles. Figure S2. Results of the phantom experiment for saturation efficiency measurement. a: T1 map. b: Saturation efficiency map. c: The histogram of the saturation efficiency. High saturation efficiency (0.999±0.012) over all phantoms (T1: 300-2000 ms) was achieved. Table S1. The average navigator gating efficiency of IMG1 and IMG2 during the scans of the proposed sequence on the human subjects (n = 12). Figure S3. Weighted images acquired by the proposed sequence on one subject without and with using fat-suppression (FS) and the corresponding T1 maps. Figure S4. Image SNR comparison between the proposed sequence and 2D SASHA. The SNR was defined as signal (S) divided by standard deviation of noise (σ), in which the S was calculated as mean signal intensity of septum (red ROI on the weighted images), while σ was calculated from a ROI covering the left ventricle on the noise images. The unshown images (i.e. IMG3-IMG9) of 2D SASHA had SNR between that of IMG2 and IMG10. (DOCX 2258 kb)



Calculation of the number of idle heartbeats for the equilibrium volume

The number of idle heartbeats n before the readout of the equilibrium volume is calculated as

$$ n=\left\lceil \frac{\left({\boldsymbol{T}}_{target}-{T}_{trigger}\right)\ast 60}{HR}\right\rceil $$

where Ttarget is the targeted minimum T1 recovery time (e.g. 6 s in this study), Ttrigger is the time from the detected R wave to the readout (see Fig. 1). HR represents the heart rates. The square bracket represents the operation of rounding up to an integer. Note that because of this rounding up operation, the true recovery time is always larger than the targeted minimum T1 recovery time.

Rights and permissions

Open Access This article is distributed under the terms of the Creative Commons Attribution 4.0 International License (, which permits unrestricted use, distribution, and reproduction in any medium, provided you give appropriate credit to the original author(s) and the source, provide a link to the Creative Commons license, and indicate if changes were made. The Creative Commons Public Domain Dedication waiver ( applies to the data made available in this article, unless otherwise stated.

Reprints and permissions

About this article

Check for updates. Verify currency and authenticity via CrossMark

Cite this article

Guo, R., Chen, Z., Wang, Y. et al. Three-dimensional free breathing whole heart cardiovascular magnetic resonance T1 mapping at 3 T. J Cardiovasc Magn Reson 20, 64 (2018).

Download citation

  • Received:

  • Accepted:

  • Published:

  • DOI: