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| Family II & III rocks are formed in low-energy settings and show poor reservoir quality. They usually formed in deep water and restricted settings where the current is not strong enough to winnow away the lime mud.[g] [h] | | Family II & III rocks are formed in low-energy settings and show poor reservoir quality. They usually formed in deep water and restricted settings where the current is not strong enough to winnow away the lime mud.[g] [h] |
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− | ===Spectral Subdivision of Limestones=== | + | ===Spectral Subdivision of Limestones=== |
| + | [[File:GeoWikiWriteOff2021-Abdulwahab-Figure11.png|thumbnail|500px|{{Figure number|11}}]] |
| In 1962, Folk proposed the spectral subdivision. He subdivided the 3 major families into eight types forming a sequential transitional spectrum of energy level in which the first type represents the lowest energy, and the last type represents the highest energy (Figure 11). | | In 1962, Folk proposed the spectral subdivision. He subdivided the 3 major families into eight types forming a sequential transitional spectrum of energy level in which the first type represents the lowest energy, and the last type represents the highest energy (Figure 11). |
− | [[File:GeoWikiWriteOff2021-Abdulwahab-Figure11.png|thumbnail|Figure 11. [11]] ]]
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− | Criteria | + | ====Criteria==== |
− | • For rocks dominated by lime mud, Folk considered the percentage of allochems presented.
| + | * For rocks dominated by lime mud, Folk considered the percentage of allochems presented. |
− | • For rocks dominated by sparry calcite cement, Folk considered the sorting and rounding of allochems presented.
| + | * For rocks dominated by sparry calcite cement, Folk considered the sorting and rounding of allochems presented. |
− | Subdivisions | + | |
| + | ====Subdivisions==== |
| Folk proposed a total of eight types representing a gradational transition of energy level from low to high. Considering, for instance, fossils to be the major allochems in the system[i], the sequential subdivisions are: | | Folk proposed a total of eight types representing a gradational transition of energy level from low to high. Considering, for instance, fossils to be the major allochems in the system[i], the sequential subdivisions are: |
− | 1. Micrites and dismicrites: rocks consist entirely of lime mud.
| + | # Micrites and dismicrites: rocks consist entirely of lime mud. |
− | 2. Fossiliferous micrites and dismicrites: rocks consist of 1-10% allochems.
| + | # Fossiliferous micrites and dismicrites: rocks consist of 1-10% allochems. |
− | 3. Sparse biomicrites: rocks consist of 10-50% allochems floating in the matrix.
| + | # Sparse biomicrites: rocks consist of 10-50% allochems floating in the matrix. |
− | 4. Packed biomicrites: rocks consist of > 50% packed allochems.
| + | # Packed biomicrites: rocks consist of > 50% packed allochems. |
− | 5. Poorly washed biosparites: rocks consist of almost equal amounts of lime mud and sparry calcite cement in which the current was not strong enough to winnow away all lime mud particles.
| + | # Poorly washed biosparites: rocks consist of almost equal amounts of lime mud and sparry calcite cement in which the current was not strong enough to winnow away all lime mud particles. |
− | 6. Unsorted biosparites: poorly sorted rocks in which the current was strong enough to winnow away lime mud particles, but the allochems are still not sorted.
| + | # Unsorted biosparites: poorly sorted rocks in which the current was strong enough to winnow away lime mud particles, but the allochems are still not sorted. |
− | 7. Sorted biosparites: well-sorted rocks in which the allochems are still not well-rounded and abraded.
| + | # Sorted biosparites: well-sorted rocks in which the allochems are still not well-rounded and abraded. |
− | 8. Rounded biosparites: well-sorted and well-rounded rocks in which the allochems underwent intense abrasion.
| + | # Rounded biosparites: well-sorted and well-rounded rocks in which the allochems underwent intense abrasion. |
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| ==Dunham Classification== | | ==Dunham Classification== |