**Abstract**

Liver phantom is used at various medical levels, such as detecting hepatocellular carcinoma (HCC) in the early stages, training medical staff to deal with HCC by taking biopsies, developing new sequences on medical imaging devices, confirming the image quality, applying treatments to HCC, and others. All of the trials should be applied before entering the real human body. The phantom includes properties very similar to those of the human body, as well as the properties of liver cancer and how it is treated within the body through its biological form. Therefore, the present chapter aims to provide comprehensive information to consider when fabricating HCC-containing phantoms and the characteristics of those phantoms in proportion to multimodal medical imaging to aid in understanding the main target of dynamic phantom for HCC.

**Keywords:** Liver phantom, HCC, Dynamic Phantom, Multimodality Imaging, phantom characteristic

#### **1. Introduction**

Cancer is one of the most common diseases in the world and threatens human life on an unprecedented scale. Hepatocellular carcinoma (HCC) is one of the cancer types that originate in the human liver, and usually, it discovers at a late stage [1, 2]. The detection of HCC at the early stage increases the clinical efficacy of treatment by 60% compared to late detection. Several methods are used to detect HCC; alpha-fetoprotein (AFP); Ultrasound (US); computed tomography (CT); magnetic resonance imaging (MRI); and hybrid fluorodeoxyglucose positron emission tomography with FDG PET/CT [3].

The difficulties of detecting liver cancer in its early stages lie with researchers and medical practitioners. Therefore, researchers need to provide any method that will enable them to achieve this goal. Thus, the researchers turned to a tool that can be used to detect liver cancer before the actual application to the real patient. One such tool is the phantom, which mimics hepatocellular carcinoma [4, 5].

#### **2. Diagnosis of HCC**

HCC is detected in several medical methods, one of which is the use of noninvasive medical imaging technology. For HCC, the detection depends primarily on the detection of vascular perturbation of cancer. Therefore, contrast media enhancement is used in medical imaging techniques, which are relied upon to detect these disorders through the three imaging phases: late arterial phase, Porto-venous phase (PVP), and delayed phase.

The HCC is supplied by the hepatic artery, while the normal liver parenchymal cells are nourished by the portal vein. Based on this information, it is possible to distinguish between HCC and normal liver cells by contrast enhancement in both CT and MRI scans. The HCC cells show hyper-vascularity in the late arterial phase, while in the Porto-venous phase it appears less bright because it contains blood free of contrast (washout), and these features are known as classic features. These characteristics of cancer depend on the size of cancer itself, as the early stages of cancer do not have a large blood supply, in this stage are usually less than 1 cm in size, but in the advanced stages of cancer, it reaches 1-2 cm or more [6, 7].

#### **2.1 HCC diagnosis in CT and MRI**

The sensitivity of both CT and MRI to detect HCC varies according to HCC size. The sensitivity of MRI reaches 62% compared to 48% in CT for the HCC of less than 2 cm, while it reaches 95% in MRI compared with 92% in CT for HCC more than 2 cm. The major difference in both modalities lies in the detection of lesions less than 1 cm. Although MRI shows better results than CT, both have low specificity [8].

The image characteristics of both MRI and CT scans are similar in detecting liver cancer through the use of contrast enhancement. It appears as a very bright (strong signal) in the arterial phase and is less bright (lower signal) in the porto-venous phase and in the delay phase, it appears black. However, in MRI it appears hyperintensity also on T2-weighted and diffusion-weighted images. A specific contrast agent is used in the MRI to increase the sensitivity of the examination in the detection of HCC, which is the gadolinium-ethoxybenzyl-diethylenetriamine pentaacetic acid (Gd-EOB-DTPA, Primovist, or Eovist). The reason is that only 50% of gadoxetic acid is absorbed into the liver cells and it is excreted by bile ducts and the remaining 50% is excreted by the kidneys [9].

In the arterial stage, the excessive enhancement this stage is caused by increases in the arterial supply of the nodules. While the washout appearance in the PVP and delayed phase depends on different factors such as the new drainage in the veins, the liver background enhancement, the amount of blood supply in the portal vein, the hyper-cellularity rate of a tumor, and the fundamental components of the cancer tissue. Indeed, the hemodynamic changing in the nodules through the development of carcinogenesis starts with decreasing the arterial supplies and presence of portal perfusion, after that the decreases on both arterial supplies and portal blood supplies would occur. Subsequently, the increase of arterial vascularity is developed, and the hypervascular pattern would appear [10]. **Figure 1** shows the typical features for HCC in MRI and **Figure 2** Shows a typical pattern of HCC in CT.

#### **2.2 Contrast-enhanced ultrasound**

Contrast-enhanced ultrasound (CEUS) can be used in ultrasound imaging to detect HCC. However, the possibility of error in diagnosis is high in this technique, *Multimodal Imaging of Hepatocellular Carcinoma Using Dynamic Liver Phantom DOI: http://dx.doi.org/10.5772/intechopen.99861*

#### **Figure 1.**

*Typical enhancement patterns of HCC; (A): Hyperintensity on T2 weighted image; (B): Arterial enhancement (arrow) on arterial phase image; (C): Tumor shows washout on portal venous phase image; and (D): Diffusion restriction on DWI [11].*

#### **Figure 2.**

*Typical vascular pattern of HCC in CT: Liver lesion in the right hepatic lobe observed in a cirrhotic patient. The lesion is presenting a typical HCC vascular pattern with arterial hyperenhancement (left images) and venous wash-out (right images) visible both in magnetic resonance imaging (MRI) (upper row) and computed tomography (CT) (lower row) [12].*

due to the rapid washout of the CEUS in less than 60 seconds after contrast material injection, and thus increases the risk of diagnostic error [7].

The contrast media used in CEUS such as sulfur hexafluoride and octafluoropropane combined with a phospholipid shell has a short arterial phase, so the liver exploration is not adequate to visualize the deep lesions [13]. Another problem with ultrasound is the inability to review the output image. CEUS and contrast enhanced MRI in lesions less than 2 cm can be used to improve diagnosis [14].

#### **2.3 FDG-PET/CT**

FDG PET/CT imaging is based on molecular imaging in different diagnoses of cancers. HCC is characterized by a low uptake of the FDG, and therefore the sensitivity of the examination is reduced compared with MRI and CT. Where it reaches less than 70%. In addition, normal liver cells absorb FDG significantly, and thus the sensitivity of detecting HCC than normal cells would be less [15].

#### **3. Liver dynamic phantom component for hepatocellular carcinoma**

#### **3.1 Liver phantom**

Different liver MRI phantoms are commercially available, that mimics blood vessels structures, tumor models, and real appearance [16]. However, none of them is a dynamic phantom. There are many commercial phantoms that offer 3D liver designs, but they are quite pricey. Therefore, we need to fabricate a liver phantom that is available at a lower cost. These phantoms use in multimodal medical imaging (US, CT and MR) such as CIRS model 057A [17], IOUSFAN® phantom [18], and Quality Assurance in Radiology and Medicine (QRM) GmbH supplies another version of a semi-anthropomorphic liver phantom (QRM-Abdomen Phantom, QRM GmbH, Möhrendorf, Germany) [19].

In previous studies, many chemical materials have been used to fabricate the human liver as TMMs. Most of these materials are represented on carrageenan [20], Poly Acrylic Acid (PAA), agar, PolyVinyl Alcohol (PVA) [21], polysaccharide, agarose [22], gelatin and silicone [23], polyurethane [4], commercial rigid plastics [24], and elastomeric (rubber-like) materials [25]. Shevchenko et al., (2011) [26], and Chmarra et al. (2013) [27], developed a phantom to simulate the liver using candle gel with cellulose. The simulation included the liver blood vessels in a simple form and the phantom was used for CT and US imaging. Another study conducted by Rethy et al. (2018) [4], using polyurethane to simulate the liver due to its durability. The phantom involved the simulation of the arterial and venous system of the liver with high accuracy as it was the first phantom that applying the contrast media. Phantom has been used on various medical modalities including CT, MRI, and US. All of Advantages and disadvantages of chemical materials for phantom fabrication were summarized in Appendix A.

The liver phantoms were increasingly used in clinical practices for different purposes including medical training and education, surgical and interventional planning, diagnosis and treatment planning, and research aims. Qiu et al., (2018) [25], developed a 3D phantom used as a surgical assistant for various human organs to provide an effective pre-operative planning solution. The study used rigid-plastic materials to create and develop a body that mimics the human liver. Another study conducted by Zein et al. (2013) [28], in the development of a human liver model using the PolyJet process, where simulated three liver models of three liver donors. These phantoms were used in anatomical evaluations before and during the surgical procedure. Javan and Zeman, (2018) [24] developed a 3D-printed model using polyamide material to fabricate the liver. The study was conducted for liver anatomical evaluation and to develop advanced functional interventional liver phantom. With a different purpose of the phantom, Bazrafshan et al. (2014) [29], developed a liver phantom made of acrylamide gel used in the development of tools for thermal mapping and coagulation progress which is applied in thermal tumor ablation methods such as radiofrequency ablation, and laser-induced interstitial thermotherapy.

*Multimodal Imaging of Hepatocellular Carcinoma Using Dynamic Liver Phantom DOI: http://dx.doi.org/10.5772/intechopen.99861*

#### **3.2 HCC phantom**

Several previous studies have included liver phantom within HCC samples. All of these studies focused on differentiating between normal liver cells and HCC by varying the density, intensity, and echogenicity for CT, MRI, and US, respectively. However, none has dealt with HCC samples in a dynamic way that simulates three phases; Arterial phase; Porto-venous phase; and Delayed phase, as in typical HCC.

Rethy et al. (2018) [4], designed a phantom similar to the human liver. This design contained HCC made of polyurethane blended with calcium carbonate. Where they used the concentration of 100 parts by weight (pbw) of polyurethane and 0.6% of Sephadex added with 5% calcium carbonate bw. Chmarra et al. (2013) [27], also designed another human liver phantom, including HCC samples which is made from agarose, with glycerol. The samples were made with 7.5 g of agarose, 30 ml of glycerol, 200 ml of distilled water, and 4 g of sephadex. The phantom was applied to various medical modalities and showed similar results to human tissue characteristics. In addition, the Javan and Zeman, (2018) [24] developed a 3D phantom of the liver containing cancer samples using polyamide material. The normal liver cells were distinguished using resin while polymer was used to simulate the internal structures which is allowed the catheters and wires for passaging. In contrast, Shevchenko et al. (2011) [26], developed a liver phantom including tumor model made from agarose-glycerol mix. The phantom was applied under CT and US imaging while it was not applied under MRI. K. Li et al., (2017) [30] conducted a study of Evaluation of the ablation margin of hepatocellular carcinoma for testing Radiofrequency ablation on the HCC which was made from carrageenan. The phantom was applied in CEUS, CT, and MRI.

#### **3.3 Dynamic phantom**

Dynamic contrast-enhanced (DCE) imaging is a method used to measure the kinetic perfusion of tumors within the body. It is also used to simulate the motion of blood circulatory inside the organ and to improve the diagnostic value, radiation treatment planning, treatment effectiveness, and monitoring [31]. This technique was used to simulate the perfusion in different tissues. However, most of the capillaries could not be imitated accurately [32]. This technique relies on the dynamic movement of contrast agent (CA) through different tissues. Therefore, the technique depends on the measurement of time-attenuation curves (TAC) for CA through the intra-arterial, intra-venous, and delay phases. The differences of CA physio-chemical properties such as solubility, viscosity, and electric charge effect on tumor pharmacokinetics [32].

The quantitative parameters such as blood flow, permeability, and blood volume control the amount of blood supply to the cancer cell. Each stage of cancer requires a different blood perfusion. Thus, it is possible to simulate the stages of cancer through DCE technique. There are several issues that need to be considered when using dynamic phantom. The phantom should be in a container that allows the transfer of contrast material from the arteries to the veins through the study samples, the substance of the sample should possess the appearance of HCC, the sample should interact with the contrast material, the sample should work to remove the contrast material without altering the sample structure, flexibility regarding changing the HCC samples without affecting the liver parenchyma structure, and the phantom should allow the pumping and disposal process of the contrast material by using an automatic injector and suction device [33, 34].

#### **4. Phantoms properties-related modality**

In order to use the phantom instead of the human tissue, different human tissue characteristics must be present in the phantom. In addition, when simulating an organ of human body, the shape, size and characteristics of the phantom must be similar to that organ. The materials used in the simulation must be non-toxic, nondegradable over time without change in properties, easy to manufacture and inexpensive. Each medical imaging modality has its own features to detect a special tissue charactarestic, the features must exist in the manufactured Phantom to mimik the human biological tissue. An explanation of these characteristics to be available in the Phantom according to medical imaging modality type.

#### **4.1 Computed tomography**

The phantom fabricated to CT device should has the same mass density (ρ\_m) resulting in the same CT numbers or Hounsfield units (HU), same linear attenuation coefficient (AC), same effective atomic number (Zeff), and the same electron density (ρ\_e) of the human tissue [16]. CT numbers can be calculated by the Eq. (1) [35]:

$$\text{CTnumber}(\text{HU}) = \frac{\mu\_{\text{tissue}} - \mu\_{\text{water}}}{\mu\_{\text{water}}} \ast \mathbf{1000} \tag{1}$$

While the linear attenuation coefficient (*μ*) can be calculated using the Eq. (2):

$$I\_{\mathfrak{x}} = I\_0 \ast \mathfrak{e}^{-\mu \mathfrak{x}} \tag{2}$$

While the effective atomic number (Zeff) can be calculated through the Eq. (3):

$$Z\_{\rm eff} = \sqrt[\text{v}]{w\_1 Z\_1^{\mathbf{x}} + w\_2 Z\_2^{\mathbf{x}} + w\_3 Z\_3^{\mathbf{x}} + \dots + w\_n Z\_n^{\mathbf{x}}} \tag{3}$$

Finally, the electron density (*ρe*) and mass density (*ρm*) are calculated using the Eq. (4):

$$
\rho\_{\varepsilon} = \rho\_m \ast \text{NA} \ast \text{Z}/\text{A} \tag{4}
$$

Where *μtissue* is the linear attenuation coefficient for the tissue, *μwater* is the linear attenuation coefficient of water, *Ix* is x-ray intensity after interact with human tissue, *I*<sup>0</sup> is x-ray intensity before interact with human tissue, *x* is the human tissue thickness, *wn* is the number of atom *Zn* in the compound, *Zn* is the atomic number of the element, *NA* is the Avogadro's number, and *A* is the atomic mass of the element [16].

#### **4.2 Magnetic resonance phantoms**

The majority of MRI phantoms are represented in a fluid-filled model. These phantoms differ in their dimensions and forms depending on the body organ to be simulated. The phantoms are fabricated in order to achieve several purposes including evaluate image contrast, evaluate image uniformity, estimate spatial resolution, improve the signal-noise ratio (SNR), check the accuracy of slice thickness, and achieve geometric accuracy.

MRI phantom should have several characteristics compatible with MRI technology, these characteristics include tissue-specific relaxation for both; longitudinal relaxation time (T1) and transverse relaxation time (T2); variation of signal intensity with temperature changing; the mechanical properties should be fixed over an

#### *Multimodal Imaging of Hepatocellular Carcinoma Using Dynamic Liver Phantom DOI: http://dx.doi.org/10.5772/intechopen.99861*

extended period [36]; and the phantom should be suitable to fit in the existing MRI coils [37]. The recovery time and decaying time depend on molecular motion in the local environment. Thus, T1 and T2 relaxation times changing with different diseases such as inflammation, hemorrhage, and any biological dysfunction. Also, the T1 and T2 relaxation times depend on tissue rigidity and viscosity. Low signal intensity on T1W and T2W appears when using phantom materials with greater viscosity and higher rigidity.

MRI phantoms have been manufactured using either aqueous solutions or polymer gels. Aqueous solutions are usually doped with paramagnetic ions like MnCl2, CuSO4, GdCl3, and NiCl2. These materials are used for testing MRI equipment because it has the property of stability. However, they are affected by motion artifacts and need a container to maintain shape [36]. Regarding gel phantoms, a lot of materials have been used in the literatures for fabricating MRI phantom including gelatin [38], gelatin-agar [39], agarose [40], agar [41], PVA [42], polysaccharide TX-150 [43], polysaccharide TX-151 [44], PAA [45], room-temperaturevulcanizing (RTV) silicone [46], and carrageenan [30, 47].

The properties of materials used to fabricate the MRI phantom are categorized into four groups including chemical properties, mechanical properties (density, pressure, elasticity, and hardness), electrical properties (conductivity and permittivity), and imaging properties (relaxation times T1 and T2). The chemical properties of the material examine using several vibrational spectroscopic techniques (VST). Different VST was used to know the chemical properties of the different samples including Fourier transform infrared spectroscopy (FTIR) [48], Nearinfrared spectroscopy (NIRS), Mid-infrared Spectroscopy (MIR), Raman spectroscopy, and hyperspectral imaging (HSI) [49].

The mechanical properties of the phantom are among the most important properties that should be taken into considerations to give the best simulation of the human body organs. These properties consist of density, compressive modulus, elastic modulus, and toughness. Density depends on the quantity of mass per unit volume. The material densities should be around 1.03 0.04 g/cm^3 which is closed to human tissue density [50]. The concentration of materials used in the phantom fabrication manipulates until reaches the suitable human tissue density. To confirm the stability of phantom density, several readings take overtime to monitor any density changes for phantom materials. Compressive modulus or compressibility expresses the material's ability to withstand pressure without changing the shape or size. The unit of compression strength is the pascal (Pa). Different models are used to measure the compression modulus such as the standard test method used for polymers; flexible cellular polymeric materials used for cellular [51]; and tensile strength for fused filament fabrication [52]. According to these models, the compressive strength measurements are different. Instron compression-testing machine is widely used in estimating compressive strength.

An electric is any insulated object that polarizes through applying an electric field. The most common property used in electricity is conductivity (σ) which is varied with frequency. For example, liver conductivity increases with increasing frequency [53]. Conductivity is the amount of resistance of the material or a material's ability to conduct electrical current. The signal intensity unit of electrical conductivity is siemens per meter (S/m or S.m-1) [54]. The dielectric Win DETA 5.64 from Novocontrol Technologies is used to measure the polymer dielectric properties.

#### **4.3 Ultrasound**

The phantom fabricated in the ultrasound should have the same velocity of sound or acoustic velocity, same Attenuation coefficient (AC), same acoustic

impedance (Z), and same backscatter coefficient of the human tissue [55, 56]. The acoustic velocity (*Cs*) can be calculated by the Eq. (5):

$$\mathbf{C}\_{\mathbf{s}} = \left(\frac{d\_p}{d\_\rho}\right)^{0.5} = \left(\frac{k\_\mathbf{s}}{\rho}\right)^{0.5} \tag{5}$$

While the Attenuation coefficient (*αs*) in the ultrasound can be calculated through the Eq. (6):

$$a\_{\sharp} = a\_w - \frac{1}{\Delta \mathfrak{x}} (\ln A\_{\sharp} - \ln A\_w - 2\ln \left[ 1 - R \right]) \tag{6}$$

The R magnitude can be calculated by this Eq. (7):

$$R = \frac{Z\_2 - Z\_1}{Z\_2 + Z\_1} \tag{7}$$

The Backscatter coefficient (*BS*) is calculated by the Eq. (8):

$$\text{BS}(f, z) = \frac{\text{S}\_{\text{s}}(f, z)}{\text{S}\_{\text{R}}(f, z)} \text{BS}\_{\text{R}}(f, z) \text{A}(f, z) \tag{8}$$

Where *dp* is the pressure change in Pascal, *dρ*is the change of density in Kg.m-3, *ks* is the modulus of bulk elasticity, *α<sup>w</sup>* is the water attenuation coefficient, *As* is the ultrasound pulse amplitude, *Aw* is the water amplitude, *R* is the coefficient of acoustical reflection at the interface between material and water itself, *Z*<sup>2</sup> is the acoustic impedance of the material, *Z*<sup>1</sup> is the acoustic impedance of the water, *Ss* is the sample spectra, *SR* is the phantom spectra, *BSR* is the reference phantom backscatter, *A* is compensates function for attenuation along the propagation path, *f* is the frequency of ultrasonic wave, and *z* is the region depth of analysis [16].

#### **4.4 Scintillation camera imaging**

The following characteristics should be present on the phantom under scintillation camera imaging: same sensitivity, spatial resolution, count rate linearity, and contrast recovery of some radiopharmaceuticals such as 99mTc, 90Y, and 166Ho [57]. The Calibration factor (*CF*) can be calculated by the Eq. (9):

$$\mathbf{C} \mathbf{F}\_{\mathbf{c}\mathfrak{p}\sharp\_{\mathbf{B}q}} = \mathfrak{e}\mathfrak{p}\mathfrak{z}\_{\mathbf{A}} \tag{9}$$

While the sensitivity (*S*) or minimum detectable activity can be calculated through the Eq. (10):

$$S = \frac{4.65\sqrt{N}}{CF\*t} + \frac{3}{CF\*t} \tag{10}$$

Where *cps* is count per second of the phantom, *A* is the activity amount inside the phantom, *N* is the total background counts of the region of interest and *t* is the count time [16].

#### **5. Conclusions**

In summary, in order to achieve the best simulation of hepatocellular carcinoma, researchers should investigate as much as possible the characteristics of this disease *Multimodal Imaging of Hepatocellular Carcinoma Using Dynamic Liver Phantom DOI: http://dx.doi.org/10.5772/intechopen.99861*

and how it behaves inside the real human body. It varies from stage to stage, and therefore the simulation of HCC should be in a specific for each stage and likes to take into account the size of the cancer and the blood supply to it in each stage. Then the characteristics of the phantom should match with the characteristics of the multimodality imaging to be used for screening.
