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Exposure to environmental enrichment prior to a cerebral cortex stab wound attenuates the postlesional astroglia response in rats

Published online by Cambridge University Press:  06 July 2012

Ximena A. Lanosa*
Affiliation:
Unidad de Neurobiología Aplicada (CEMIC-CONICET), Buenos Aires, Argentina
Ignacio Santacroce
Affiliation:
Unidad de Neurobiología Aplicada (CEMIC-CONICET), Buenos Aires, Argentina
Jorge A. Colombo
Affiliation:
Unidad de Neurobiología Aplicada (CEMIC-CONICET), Buenos Aires, Argentina
*
Correspondence should be addressed to: Ximena A. Lanosa, Unidad de Neurobiología Aplicada (CEMIC-CONICET), Av. Galván 4102, C1431FWO Buenos Aires, Argentina phone: (+5411) 45 45 65 89 email: ximena.lanosa@gmail.com
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Abstract

Modulation of astroglial components involved in reactive postlesional responses in the rat cerebral cortex was analyzed following exposure to environmental enrichment (EE) condition prior to injury. For this purpose, changes in % immunoreactive (IR) area of GFAP, vimentin, EAAT1 and ezrin were evaluated in the perilesional zone after placing a cortical stab wound in the visual cerebral cortex of adult rats. GFAP-IR postlesional reactive astrocytosis in the perilesional cortex was significantly lower in the animal group exposed to EE during postnatal development. This GFAP-IR reaction seems to be associated with existing astroglia, because neither BrdU- nor endogenous Ki-67-labeled nuclei were found in the perilesional cortex analyzed. Increased ezrin-IR area in the visual cortex of rats exposed to EE condition suggests the formation of new synapses or the enhancement of astroglial involvement in the existing ones. No effects of EE were found on either EAAT1- or vimentin-IR area. Results suggest that exposure to EE conditions prior to injury attenuates the postlesional astroglia GFAP-response in the perilesional cortex of rats. Whether this attenuated postlesional astroglia GFAP-response promotes or not protective effects on the cortical neuropil remains to be explored in futures studies.

Information

Type
Research Article
Copyright
Copyright © Cambridge University Press 2012
Figure 0

Fig. 1. Neither BrdU- nor Ki-67 immunolabeled nuclei were found at the perilesional cortex. Confocal images of BrdU and Ki-67 immunolabelings, and Hoechst as a nuclear stain, are shown. Both immunolabelings were restricted to nuclei (arrows) within the scar tissue at the wound (representative samples of analyzed fields are, respectively, shown as inset #1 in (A), panels (B–D); and inset #1 in (H), panels (I–K), and no immunolabeled nuclei were found at the perilesional cortex, which was the region investigated in this study (representative samples of analyzed fields are, respectively, shown as inset #2 in (A), panels (E–G); and inset #2 in (H), panels (L–N). Scale bars: (A) and (H): 400 µm; (B–G), (I–N): 20 µm.

Figure 1

Fig. 2. Typical reactive hypertrophic astrocytes with enlarged GFAP-IR processes were found in the perilesional cortex of the right hemisphere of injured animals. GFAP-IR astroglia in the right (R) injured- (A) and in the left (Lf) intact hemisphere (B). Scale bar: 400 µm. Bottom panels are the analyzed fields specified in (A) and (B). Scale bars: 100 µm; insets: 50 µm. Note typical reactive astrocytes with hypertrophic soma and processes (arrows) in the injured right hemisphere (especially in F1), but not in the left hemisphere or in intact animals.

Figure 2

Fig. 3. Analysis of GFAP-IR astroglial reactivity in the perilesional cortex. (A) Right injured hemisphere from a representative SCI and EEI animal, corresponding to field 1 (close to the stab wound). Scale bars: 100 µm. Note that area of labeling in EEI is lower than in SCI. (B) % IR area in the experimental groups according to ‘environment’ condition (enriched, EE; standard, SC) and injury condition in the right hemisphere (R) (injured, I; sham, Sh), in sampling fields (F1 and F2). Left hemisphere is Lf. Values are shown as mean ± 2SEM (NSCSh = 3, NEESh = 5, NSCI = 6, NEEI = 7). Different letters indicate significant differences (Tukey's test, P < 0.05, see text for further description). (C) Simple linear regression curves in injured groups, of Δ% GFAP-IR area (mean ± 2SEM) according to the distance (μm) from wound (stripes) (P < 0.01). See also Table 1. Regression was not significant in sham groups.

Figure 3

Table 1. Simple linear regression for Δ% GFAP-IR area = y0 + a × distance (see also Fig. 3C).

Figure 4

Fig. 4. Analysis of astroglial reactivity by quantification of GFAP-IR astrocytes in the perilesional cortex. A representative subfield of F1 (close to the stab wound) is showed from the right hemisphere of an SCI animal (A), an SCSh animal (B) and an EEI animal (C). Note an increase in the number of GFAP-IR astrocytes (arrows) (i.e. astrocytosis) in both injured animals (SCI and EEI), and that astroglial processes (arrowheads) in them are thicker than those in the sham animal suggesting astrogliosis. Scale bars: 100 µm; insets: 60 µm. (D) Quantification of GFAP-IR astrocytes per field (i.e. F1 and F2) in the experimental groups in the right (R)- and left (Lf) hemisphere. Note that astrocytosis in EEI is lower than in SCI. Values are shown as mean ± 2SEM (N = 3 animals per group). Different letters indicate significant differences (Tukey's test, P < 0.05).

Figure 5

Fig. 5. Vimentin- (A–C), EAAT1- (D–F) and ezrin-IR (G–I), in injured- (A,D,G) and contralateral hemisphere (B,E,H), and in sham animals (C,F,I).Arrowheads: either PAPs- or glutamate transporter aggregations, respectively. Scale bars: 400 µm; insets, 100 µm.

Figure 6

Fig. 6. Analysis of vimentin-IR cellular reactivity in the perilesional cortex. (A) % IR area in the experimental groups according to ‘environment’ condition (enriched, EE; standard, SC) and the injury condition in the right hemisphere (R) (injured, I; Sham, Sh), in sampling fields (F1 and F2). Left hemisphere is Lf. Values are shown as mean ± 2SEM (NSCSh = 3, NEESh = 5, NSCI = 6, NEEI = 7). Different letters indicate significant differences (Tukey's test, P < 0.05, see text for further description). (B) Scatterplot of Δ% vimentin-IR area as a function of distance (μm) from wound (stripes) resulted in a reciprocal relationship between these variables: Δ% vimentin-IR area = y0 + a × 1/distance. (C) Simple linear regression curves in injured groups, from transformed data shown in (B), i.e. distance#= 1/distance (transformed variable) was very significant (P < 0.01). First stripe points were avoided in this graph in order to discern the x-axis values, but were included in regression analysis. See also Table 2. Regression was not significant in sham groups.

Figure 7

Table 2. Simple linear regression for Δ%vimentin-IR are a = y0 + a × distance# (distance# transformed variable: 1/distance) (see also Fig. 6C).

Figure 8

Fig. 7. Analysis of EAAT1-IR glutamate transporters in the perilesional cortex, as % IR area in the experimental groups according to ‘environment’ condition (enriched, EE; standard, SC) and the injury condition in the right hemisphere (injured, I; Sham, Sh). Values from the left hemisphere are also shown. Values are shown as mean ± 2SEM. No significant differences were detected in any case (see text for further description).

Figure 9

Fig. 8. Immunolabeling analysis of PAPs in the perilesional cortex. (A) % Ezrin-IR area in the experimental groups according to ‘environment’ condition (enriched, EE; standard, SC), and the injury condition in the right hemisphere (injured, I; Sham, Sh). Values from the left hemisphere are also shown. Values are shown as mean ± 2SEM (NSCSh = 3, NEESh = 5, NSCI = 6, NEEI = 7). Different letters indicate significant differences (Tukey's test, P < 0.05, see text for further description). (B) Scatterplot of Δ% ezrin-IR area as function of distance (μm) from wound (stripes), in injured groups, resulted in a reciprocal relationship between these variables: Δ% ezrin-IR area = y0 + a × 1/distance. (C) Simple linear regression curves in injured groups, from transformed data shown in (B), i.e. distance#= 1/distance (transformed variable), were very significant (P < 0.01). First stripe points were avoided in this graph in order to discern the x-axis values, but were included in regression analysis. See also Table 3. Regression was not significant in sham groups (not shown).

Figure 10

Table 3. Simple linear regression for Δ%ezrin-IR are a = y0 + a × distance# (distance# transformed variable: 1/distance) (see also Fig. 8C).

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