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Original Research

Natural Nano-Drug Delivery System in Coptidis Rhizoma Extract with Modified Berberine Hydrochloride Pharmacokinetics

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Pages 6297-6311 | Published online: 14 Sep 2021

Figures & data

Figure 1 Characterization of the natural nanoparticles (Nnps) isolated from Coptidis Rhizoma extract; (A) Content of Nnps in Coptidis Rhizoma extract; (B) Size and Zeta potential of Nnps; (C) Purity and molecular weight of the protein molecules (CRP, Coptidis Rhizoma protein) forming Nnps; (D) Scanning electron microscope observation of Nnps powder (10,000 ×); (E) Observation of Nnps powder by laser confocal fluorescence microscopy (6000 ×); (F) Observation of the water solution of Nnps by laser confocal fluorescence microscopy (6000 ×). In , the large red rectangle showed an enlarged image of the Nnps contained in the small red rectangle. In , the red dotted rectangle showed an enlarged image of the Nnps contained in the small red dotted circle, respectively.

Figure 1 Characterization of the natural nanoparticles (Nnps) isolated from Coptidis Rhizoma extract; (A) Content of Nnps in Coptidis Rhizoma extract; (B) Size and Zeta potential of Nnps; (C) Purity and molecular weight of the protein molecules (CRP, Coptidis Rhizoma protein) forming Nnps; (D) Scanning electron microscope observation of Nnps powder (10,000 ×); (E) Observation of Nnps powder by laser confocal fluorescence microscopy (6000 ×); (F) Observation of the water solution of Nnps by laser confocal fluorescence microscopy (6000 ×). In Figure 1D, the large red rectangle showed an enlarged image of the Nnps contained in the small red rectangle. In Figure 1E and F, the red dotted rectangle showed an enlarged image of the Nnps contained in the small red dotted circle, respectively.

Figure 2 Natural nanoparticles (Nnps) changed the crystal form of berberine hydrochloride (BBR). Scanning electron microscopy images of BBR (A) and Nnps-BBR (B) (10,000 ×); (C) Laser confocal fluorescence microscope observation (6000 ×) of BBR powder (a), BBR solution (b), Nnps-BBR powder (c), and Nnps-BBR solution (d); (D) Differential scanning calorimetry images of BBR, Nnps, the physical mixture of Nnps and BBR (Mix), and Nnps-BBR complex; (E) Powder X-ray diffraction images of BBR, Nnps, physical mixture of Nnps and BBR (Mix), and Nnps-BBR complex.

Figure 2 Natural nanoparticles (Nnps) changed the crystal form of berberine hydrochloride (BBR). Scanning electron microscopy images of BBR (A) and Nnps-BBR (B) (10,000 ×); (C) Laser confocal fluorescence microscope observation (6000 ×) of BBR powder (a), BBR solution (b), Nnps-BBR powder (c), and Nnps-BBR solution (d); (D) Differential scanning calorimetry images of BBR, Nnps, the physical mixture of Nnps and BBR (Mix), and Nnps-BBR complex; (E) Powder X-ray diffraction images of BBR, Nnps, physical mixture of Nnps and BBR (Mix), and Nnps-BBR complex.

Figure 3 Effect of the natural nanoparticles (Nnps) on the solubility (A) and dissolution profile of berberine hydrochloride (BBR) in simulated gastric (B) or intestinal (C) fluid (Mean ± SD, n = 6). **p < 0.01 vs BBR.

Figure 3 Effect of the natural nanoparticles (Nnps) on the solubility (A) and dissolution profile of berberine hydrochloride (BBR) in simulated gastric (B) or intestinal (C) fluid (Mean ± SD, n = 6). **p < 0.01 vs BBR.

Table 1 Effect of Natural Nanoparticles (Nnps) on the Apparent Permeability (Papp) and Efflux Rate (ER) of Berberine Hydrochloride (BBR) (Mean ± SD, n = 3)

Figure 4 Effect of the natural nanoparticles (Nnps) on the intestinal absorption of berberine hydrochloride (BBR) (Mean ± SD); (A) Effects of endocytosis inhibitors on the uptake of BBR (10 μg/mL) in Caco-2 cells (n = 3); (B) Absorption of BBR (10 mg/mL) in the gut sacs (n = 4); (C) Efflux of BBR (200 μg/mL) in the gut sacs in the presence or absence of 100 μg/mL verapamil (n = 4); (D) Elimination of BBR (10 μg/mL) in intestinal S9 (n = 3); (E) Elimination half-life of BBR (10 μg/mL) in intestinal S9 (n = 3); (F) Production of demethylberberine after BBR (10 μg/mL) was incubated with intestinal S9 (n = 3). AMI, amiloride (2.5 mM); BBR, berberine hydrochloride; CHL, chlorpromazine (10 μg/mL); CYT, cytochalasin D (5 μM); IND, indomethacin (100 μg/mL); Nnps, natural nanoparticles. A, * or **p < 0.01 vs Nnps. E, *p < 0.05 vs BBR.

Figure 4 Effect of the natural nanoparticles (Nnps) on the intestinal absorption of berberine hydrochloride (BBR) (Mean ± SD); (A) Effects of endocytosis inhibitors on the uptake of BBR (10 μg/mL) in Caco-2 cells (n = 3); (B) Absorption of BBR (10 mg/mL) in the gut sacs (n = 4); (C) Efflux of BBR (200 μg/mL) in the gut sacs in the presence or absence of 100 μg/mL verapamil (n = 4); (D) Elimination of BBR (10 μg/mL) in intestinal S9 (n = 3); (E) Elimination half-life of BBR (10 μg/mL) in intestinal S9 (n = 3); (F) Production of demethylberberine after BBR (10 μg/mL) was incubated with intestinal S9 (n = 3). AMI, amiloride (2.5 mM); BBR, berberine hydrochloride; CHL, chlorpromazine (10 μg/mL); CYT, cytochalasin D (5 μM); IND, indomethacin (100 μg/mL); Nnps, natural nanoparticles. A, * or **p < 0.01 vs Nnps. E, *p < 0.05 vs BBR.

Table 2 Pharmacokinetic Parameters of Berberine Hydrochloride (BBR) in the Systemic Circulation, Portal Vein, and Livers of Mice Receiving 200 mg/kg Oral BBR, The Complex of the Nanoparticles and BBR (Nnps-BBR), and Coptidis Rhizoma Extract, Which All Contained the Corresponding Dosage of BBR (Mean ± SD, n = 6)

Figure 5 Concentration-time curves of berberine hydrochloride (BBR) in the systemic circulation (A), portal vein (B), and livers (C) of mice receiving 200 mg/kg oral BBR, the complex of the natural nanoparticles (Nnps) and BBR (Nnps-BBR), and Coptidis Rhizoma extract, which all contained the corresponding dosage of BBR (Mean ± SD, n = 6).

Figure 5 Concentration-time curves of berberine hydrochloride (BBR) in the systemic circulation (A), portal vein (B), and livers (C) of mice receiving 200 mg/kg oral BBR, the complex of the natural nanoparticles (Nnps) and BBR (Nnps-BBR), and Coptidis Rhizoma extract, which all contained the corresponding dosage of BBR (Mean ± SD, n = 6).