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-rw-r--r--drivers/char/tpm/Kconfig1
-rw-r--r--drivers/char/tpm/tpm2-sessions.c105
2 files changed, 106 insertions, 0 deletions
diff --git a/drivers/char/tpm/Kconfig b/drivers/char/tpm/Kconfig
index ad37b55f5ff9..c3996786f9bf 100644
--- a/drivers/char/tpm/Kconfig
+++ b/drivers/char/tpm/Kconfig
@@ -30,6 +30,7 @@ if TCG_TPM
config TCG_TPM2_HMAC
bool "Use HMAC and encrypted transactions on the TPM bus"
default y
+ select CRYPTO_LIB_SHA256
help
Setting this causes us to deploy a scheme which uses request
and response HMACs in addition to encryption for
diff --git a/drivers/char/tpm/tpm2-sessions.c b/drivers/char/tpm/tpm2-sessions.c
index 78b94097114d..fd121dea614c 100644
--- a/drivers/char/tpm/tpm2-sessions.c
+++ b/drivers/char/tpm/tpm2-sessions.c
@@ -7,6 +7,111 @@
#include "tpm.h"
#include <asm/unaligned.h>
+#include <crypto/hash.h>
+#include <crypto/hmac.h>
+
+/*
+ * It turns out the crypto hmac(sha256) is hard for us to consume
+ * because it assumes a fixed key and the TPM seems to change the key
+ * on every operation, so we weld the hmac init and final functions in
+ * here to give it the same usage characteristics as a regular hash
+ */
+static void tpm2_hmac_init(struct sha256_state *sctx, u8 *key, u32 key_len)
+{
+ u8 pad[SHA256_BLOCK_SIZE];
+ int i;
+
+ sha256_init(sctx);
+ for (i = 0; i < sizeof(pad); i++) {
+ if (i < key_len)
+ pad[i] = key[i];
+ else
+ pad[i] = 0;
+ pad[i] ^= HMAC_IPAD_VALUE;
+ }
+ sha256_update(sctx, pad, sizeof(pad));
+}
+
+static void tpm2_hmac_final(struct sha256_state *sctx, u8 *key, u32 key_len,
+ u8 *out)
+{
+ u8 pad[SHA256_BLOCK_SIZE];
+ int i;
+
+ for (i = 0; i < sizeof(pad); i++) {
+ if (i < key_len)
+ pad[i] = key[i];
+ else
+ pad[i] = 0;
+ pad[i] ^= HMAC_OPAD_VALUE;
+ }
+
+ /* collect the final hash; use out as temporary storage */
+ sha256_final(sctx, out);
+
+ sha256_init(sctx);
+ sha256_update(sctx, pad, sizeof(pad));
+ sha256_update(sctx, out, SHA256_DIGEST_SIZE);
+ sha256_final(sctx, out);
+}
+
+/*
+ * assume hash sha256 and nonces u, v of size SHA256_DIGEST_SIZE but
+ * otherwise standard tpm2_KDFa. Note output is in bytes not bits.
+ */
+static void tpm2_KDFa(u8 *key, u32 key_len, const char *label, u8 *u,
+ u8 *v, u32 bytes, u8 *out)
+{
+ u32 counter = 1;
+ const __be32 bits = cpu_to_be32(bytes * 8);
+
+ while (bytes > 0) {
+ struct sha256_state sctx;
+ __be32 c = cpu_to_be32(counter);
+
+ tpm2_hmac_init(&sctx, key, key_len);
+ sha256_update(&sctx, (u8 *)&c, sizeof(c));
+ sha256_update(&sctx, label, strlen(label)+1);
+ sha256_update(&sctx, u, SHA256_DIGEST_SIZE);
+ sha256_update(&sctx, v, SHA256_DIGEST_SIZE);
+ sha256_update(&sctx, (u8 *)&bits, sizeof(bits));
+ tpm2_hmac_final(&sctx, key, key_len, out);
+
+ bytes -= SHA256_DIGEST_SIZE;
+ counter++;
+ out += SHA256_DIGEST_SIZE;
+ }
+}
+
+/*
+ * Somewhat of a bastardization of the real KDFe. We're assuming
+ * we're working with known point sizes for the input parameters and
+ * the hash algorithm is fixed at sha256. Because we know that the
+ * point size is 32 bytes like the hash size, there's no need to loop
+ * in this KDF.
+ */
+static void tpm2_KDFe(u8 z[EC_PT_SZ], const char *str, u8 *pt_u, u8 *pt_v,
+ u8 *out)
+{
+ struct sha256_state sctx;
+ /*
+ * this should be an iterative counter, but because we know
+ * we're only taking 32 bytes for the point using a sha256
+ * hash which is also 32 bytes, there's only one loop
+ */
+ __be32 c = cpu_to_be32(1);
+
+ sha256_init(&sctx);
+ /* counter (BE) */
+ sha256_update(&sctx, (u8 *)&c, sizeof(c));
+ /* secret value */
+ sha256_update(&sctx, z, EC_PT_SZ);
+ /* string including trailing zero */
+ sha256_update(&sctx, str, strlen(str)+1);
+ sha256_update(&sctx, pt_u, EC_PT_SZ);
+ sha256_update(&sctx, pt_v, EC_PT_SZ);
+ sha256_final(&sctx, out);
+}
/**
* tpm2_parse_create_primary() - parse the data returned from TPM_CC_CREATE_PRIMARY