Endoglycoceramidase (EGCase, EC 3.2.1. 123) is capable of hydrolyzing the glycosidic linkage between the oligosaccharides and ceramide of various glycosphingolipids (GSLs) (Fig. 1). Three isoforms of EGCase differing in specificity have been found in Rhodococcus equi 1) and cloned 2) 3) 4). EGCase I and II hydrolyze all species of GSLs except for cerebrosides, sulfatide and 6-gala-series GSLs 1). Globo-series GSLs and fucosyl GM1a are hydrolyzed by EGCase I much faster than EGCase II 1). In contrast to EGCase I and II, EGCase III (endogalactosylceramidase, EGALC) hydrolyzes 6-gala-series GSLs and digalactosyl-diacylglycerol (DGDG) 3) 5). The specificity of EGCase is summarized in Table 1. Using EGCase, intact oligosaccharides and ceramide can be obtained from various GSLs; however one should consider which isoform of EGCase is suitable for an experiment. EGCase II is now available from TAKARA BIO INC.
EGCase is useful for analyzing the structure of various GSLs. For example, the released oligosaccharides can be labeled fluorescently by aromatic amine-based reagents 6)–10), and quantitatively determined by HPLC, TLC, and capillary electrophoresis (CE) with high sensitivity. Recently, a sensitive, rapid, and quantitative GSL-glycome analysis was developed, in which GSLs were hydrolyzed by EGCase, and the oligosaccharides released were subjected to glycoblotting and finally determined by MALDI-TOF MS 11).
Ceramide portions of 6-gala-series GSLs are exchanged with a fluorescent ceramide, various alkanols and non-ionic detergents such as Triton X-100 by a transglycosylation reaction of EGALC, generating fluorescent GSLs, alkyloligosaccahrides and Triton-oligosaccharides, respectively 12). |
Category | Glycolipids and related compounds |
Protocol Name | Degradation of Glycolipids by Endoglycoceramidase |
Authors
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Ishibashi, Yohei
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Department of Bioscience and Biotechnology, Graduate School of Bioresource and Bioenvironmental Sciences, Kyushu University
Ito, Makoto
Department of Bioscience and Biotechnology, Graduate School of Bioresource and Bioenvironmental Sciences, Kyushu University
*To whom correspondence should be addressed.
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Reagents
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Triton X-100 (Sigma-Aldrich, St. Louis, MO) |
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Pre-coated Silica gel 60 TLC plates (Merck Millipore, Billerica, MA) |
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Sodium acetate buffer, pH 5.5 |
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Chloroform (Nacalai Tesque Inc., Kyoto, Japan) |
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Methanol (Nacalai Tesque, Inc.) |
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EGCase II (Recombinant enzyme expressed in E. coli is commercially available from Takara Bio Inc., Otsu, Japan) |
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Instruments
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Shimadzu CS-9300 TLC chromatoscanner (Shimadzu Corp., Kyoto, Japan) |
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Speed vac concentrator (Thermo Fisher Scientific Inc., Waltham, MA) |
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Methods |
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Degradation of GSLs by EGCase
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Evaporate 2 nmol of each GSL in an Eppendorf tube with a speed bac concentrator when the sample is dissolved in an organic solvent. |
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Dissolve the sample in 50 mM sodium acetate buffer, pH 5.5 containing 0.1% (w/v) Triton X-100, and sonicate for 10 sec. |
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Add 0.5 mU of EGCase I or EGCase II for lacto- and ganglio-series GSLs, 10 mU of EGCase I for globo-series GSLs, and 1 mU of EGALC for 6-gala series GSLs. The volume of the reaction mixture should be 10–50 μL. One milliunit of enzyme is defined as that capable of catalyzing the hydrolysis of 1 nmol of GM1a per min. |
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Incubate the reaction mixture at 37°C for 1 h for the hydrolysis of ganglio- and 6-gala series GSLs and for 10 h for the hydrolysis of lacto- and globo-series GSLs. Stop the reaction by heating in a boiling water bath for 5 min. |
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Develop the TLC plate with chloroform/methanol/0.02% CaCl2 (5/4/1, v/v/v) for globo-, ganglio-, and lacto-series GSLs and chloroform/methanol/0.02% CaCl2 (2/3/1, v/v/v) for 6-gala-series GSLs. |
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Detection of products by TLC chromatoscanner.
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Visualize the GSLs remaining and oligosaccharides generated by spraying the TLC plate with orcinol-H2SO4 reagent. |
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Scan the band intensities of TLC using a Shimadzu CS-9300 chromatoscanner with the reflection mode set at 540 nm. |
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Calculate the extent of hydrolysis as follows: hydrolysis (%) = (peak area for oligosaccharide) × 100 / (peak area for oligosaccharide + peak area for remaining substrate). |
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Notes | The specificity of EGCase I is somewhat different from that of EGCase II as shown in Table I. Kinetic study revealed that the Michaelis constant (Km) toward GM1a (ganglio series) and Gb3Cer (globo series) of EGCase I is almost the same of that of EGCase II (0.4 mM). On the other hand, rate of the turnover number (kcat) of EGCase I for GM1a and Gb3Cer is 22- and 1,209-fold that of EGCase II, respectively. The nonionic detergent Triton X-100 enhances the activity of EGCase I, II and EGALC at a concentration of 0.1%. No metal ions are required for the reactions of these enzymes. Not only 6-gala series GSLs but also DGDG can be hydrolyzed by EGALC 4).
[Reagents]
*If you need EGCase I and EGALC, please contact Dr. Makoto Ito at Kyushu University. |
Figure & Legends |
Figure & Legends ![](images/bar.png)
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Fig. 1. Action points of EGCase I, II and III (EGALC) on GSLs.
![](images/bar.png)
![](/GlycoPOD/upload/fa7f8f52-9bef-4d3f-96b9-db0440efffc2.jpg)
Table 1. Substrate specificities of EGCase I, II and III (EGALC).
Various GSLs (2 nmol) were incubated at 37°C for 12 h with 1 mU (10 mU) of enzyme in 20 mL of 50 mM sodium acetate buffer, pH 5.5, containing 0.1% Triton X-100. Values for EGALC were from ref. 3. |
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