public static FeatureCollection find(MapLayer queryLayer,
DefaultMapLayer highlightLayer) {
try {
if (mapContext.indexOf(highlightLayer) ==
(mapContext.getLayerCount() - 1)) {
mapContext.removeLayer(highlightLayer);
}
queryLayer = mapContext.getLayer(mapContext.getLayerCount() - 1);
String queryLayerName = queryLayer.getFeatureSource().getSchema().getTypeName();
FeatureSource fs = utils.DataUtils.getFeatureSoureFromDatabase(queryLayerName);
FeatureCollection fc = fs.getFeatures().collection();
FeatureCollection result = FeatureCollections.newCollection();
if (utils.DataUtils.isInteger(findValue)) {
Iterator iterator = fc.iterator();
for (int i = 0; iterator.hasNext(); i++) {
Feature feature = (Feature) iterator.next();
Object r = feature.getAttribute(findCondition);
String st = r.toString();
if (st.equals(findValue)) {
result.add(feature);
}
}
} else {
Iterator iterator = fc.iterator();
for (int i = 0; iterator.hasNext(); i++) {
Feature feature = (Feature) iterator.next();
Object r = feature.getAttribute(findCondition);
if (r.equals(findValue)) {
result.add(feature);
}
}
}
return result;
} catch (Exception ex) {
throw new RuntimeException(ex.getMessage());
}
}
Tìm kiếm trong khoảng, tìm kiếm lớn nhất, nhỏ nhất
Lưu ý: Các chức năng này chỉ áp dụng cho tìm kiếm về dân số trên lớp rghc của chương trình
Ngoài cách sử dụng Filter như đã thực hiện với Shape file như trên, tôi xin đưa ra them một cách thực hiện khác
Mô tả cách thức hoạt động:
Chỉ khi ta chọn kiểu tìm kiếm trong choice (1) là thuộc về dân số thì giao diện tìm kiếm trong khoảng, tìm kiếm lớn nhất, nhỏ nhất mới xuất hiện như sau:
(1)
(a)
(2)
(3)
(4)
(5)
(6)
(b)
Hình 3.42. Chức năng tìm kiếm về dân số
Người dùng có thể lựa chọn một trong các cách tìm kiếm sau (lưu ý khi muốn chọn kiểu tìm kiếm nào thì cần chọn nút check tương ứng với kiểu tìm kiếm nằm trước nó)
Tìm dân số theo tên xã: chọn giá trị tên xã trong choice (2): Việc tìm kiếm này được thực hiện như phần tìm kiếm bằng đã đề cập ở phần trước và chọn (a).
Tìm dân số nhỏ nhất trong năm tương ứng của choice (1): chọn (3)
Tìm dân số lớn nhất trong năm tương ứng của choice (1): chọn (4)
Tìm dân số trong khoảng: cần chọn (b). Ta có thể nhập đầy đủ hoặc chỉ nhập thông tin vào một trong hai vùng (5), (6) thì chức năng tìm kiếm vẫn thực hiện được chỉ cần lưu ý rằng thông tin nhập vào phải là số nguyên.
Sau khi kết quả được thực hiện, thông tin thuộc tính hiển thị và đồng thời kết quả này cũng được thể hiện trên bản đồ.
Các phương thức thực hiện các chức năng này tham khảo trong lớp FindFeatures của gói handler.
Ví dụ: Tìm kiếm dân số năm 1991
Tìm xã có dân số nhỏ nhất
Hình 3.43 Tìm kiếm nhỏ nhất
Tìm xã dân số lớn nhất
Hình 3.44 Tìm kiếm lớn nhất
Tìm các xã có dân số trong khoảng từ
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)
Hình 3.45 Tìm kiếm trong khoảng
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